tag:blogger.com,1999:blog-317486336765718092024-03-05T14:24:27.267-08:00INVESTIGACIÓN APLICADA A LAS CIENCIAS ADMINISTRATIVAS Y CONTABLESBlog de la asignatura Investigación Aplicada a las Ciencias Administrativas y Contables de las carreras de Administración Comercial y Contaduría Pública de la Facultad de Ciencias Económicas y Sociales de la Universidad de Carabobo. Valencia, Venezuela. Responsable: Prof. Dalia Correa http://daliacorreaguia.blogspot.comInvestigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.comBlogger22125tag:blogger.com,1999:blog-31748633676571809.post-21558152412985021542021-07-12T21:00:00.002-07:002021-07-12T22:26:19.853-07:00Aula Virtual<p> <span face="Roboto, sans-serif" style="background-color: white; color: #757575; font-size: 15px;"> </span><span face="Roboto, sans-serif" style="background-color: white; color: #757575; font-size: 15px;">Valencia, 12 de julio de 2021 #IAFaCESUC | Redacta Dalia Correa-Guía</span><span face="Roboto, sans-serif" style="background-color: white; color: #757575; font-size: 15px;"> </span></p><p><span face="Roboto, sans-serif" style="background-color: white; color: #757575; font-size: 15px;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUZtiSPiQaM_NUw2_Ex8xhh0ajJ8G3GvZ0804K-S4F0BRbxkUG3JNYmb7QSia5CNuqA_UbQ-BBUPjottgA1ujBitrizYTKBrTBbsM_a67yNgPF3bDcqhRLcrbVuWGwA5cirX_Y0I9Syg/s1920/DALIA+CORREA+BANNER+CURSO+CANVA+UNELLEZ.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="1920" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUZtiSPiQaM_NUw2_Ex8xhh0ajJ8G3GvZ0804K-S4F0BRbxkUG3JNYmb7QSia5CNuqA_UbQ-BBUPjottgA1ujBitrizYTKBrTBbsM_a67yNgPF3bDcqhRLcrbVuWGwA5cirX_Y0I9Syg/s16000/DALIA+CORREA+BANNER+CURSO+CANVA+UNELLEZ.png" /></a></div><br /><div style="text-align: center;"><span style="background-color: white;"><span style="color: #990000; font-size: large;"><b>RECORDATORIO</b></span></span></div><p></p><p><span style="background-color: white; color: #757575; font-size: 15px;">A los estudiantes de Investigación Aplicada a las Ciencias Administrativas y Contables les recuerdo que la plataforma oficial de clases en este semestre 1-2021 es mediante el aula virtual alojada en <a href="https://facesvirtual.uc.edu.ve/" target="_blank">https://facesvirtual.uc.edu.ve/</a> creada por la Dirección de Tecnología, Información y Comunicación de la FaCES UC. El blog es una herramienta complementaria, diseñada hace 10 años cuando no teníamos clases on line ni aulas virtuales y se ha utilizado para alojar contenidos importantes para la asignatura. </span></p><p><span style="background-color: white; color: #757575; font-size: 15px;"><br /></span></p><p><span style="background-color: white; color: #757575; font-size: 15px;"><i>Dalia Correa Guía</i></span></p><p><span style="background-color: white; color: #757575; font-size: 15px;"><i>Jefa de Cátedra</i></span></p><p><span style="background-color: white; color: #757575; font-size: 15px;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="background-color: white; color: #757575; font-size: 15px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjm5pXTjcNY7Q-598WUIcP6Fuw8chrlD5xtvOrTI3YNpEDNmFdRyOSZ2VZBfbsUov6bVRwbkmh2L_9xvIy3XYH53ZnB2VFDFu7WDp-Gioo91Wsy3QEUQLWZcseMz5WtFuyAb0PLSmEJg/s1323/Captura+de+pantalla+2021-07-13+01.20.33.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="727" data-original-width="1323" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjm5pXTjcNY7Q-598WUIcP6Fuw8chrlD5xtvOrTI3YNpEDNmFdRyOSZ2VZBfbsUov6bVRwbkmh2L_9xvIy3XYH53ZnB2VFDFu7WDp-Gioo91Wsy3QEUQLWZcseMz5WtFuyAb0PLSmEJg/s16000/Captura+de+pantalla+2021-07-13+01.20.33.png" /></a></span></div><span style="background-color: white; color: #757575; font-size: 15px;"><br /><i><br /></i></span><p></p>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-43963669581464934622021-07-12T20:19:00.002-07:002021-07-12T20:19:59.935-07:00<p> <span style="background-color: white; color: #333333; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: small;">Valencia, 12 de julio de 2021 #IAFaCESUC</span><span style="background-color: white; font-family: georgia, "times new roman", serif; font-size: small;"><span style="font-family: Verdana, sans-serif;"> </span><span style="font-size: large;"><span style="color: #666666;"><i>|</i></span></span></span><span style="background-color: white; color: #666666; font-family: georgia, "times new roman", serif; font-size: small;"> </span><span style="background-color: white; color: #333333; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: small;">Redacta Dalia Correa-Guía</span></p><p style="text-align: center;"><span style="background-color: white; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="color: #990000; font-size: large;"><b>IV CONGRESO NACIONAL</b></span></span></p><p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQQRsAAZ26gdVrNVNMlfJshaODKuFCuJewvhvOMPZvtK6DE8snkORwyR8UiQg5NaQkmc7_VHzyjbhwNp3quoWSthXbr9DiYW44lMe6LGGQzWUmHbG0MOAEabDTJAkjahfuDBbuggNnIg/s1024/HORIZONTAL.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="1024" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQQRsAAZ26gdVrNVNMlfJshaODKuFCuJewvhvOMPZvtK6DE8snkORwyR8UiQg5NaQkmc7_VHzyjbhwNp3quoWSthXbr9DiYW44lMe6LGGQzWUmHbG0MOAEabDTJAkjahfuDBbuggNnIg/w457-h227/HORIZONTAL.jpg" width="457" /></a></div><p style="text-align: justify;"><span style="background-color: white; color: #333333; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: small; text-align: left;">Desde la Jefatura de la Cátedra de Investigación Aplicada de la Escuela de Administración Comercial y Contaduría Pública de la Universidad de Carabobo, estamos apoyando la organización del 7mo. congreso de la FaCES UC. Se trata del IV Congreso Nacional de Investigación e Innovación en Ciencias Económicas y Sociales a efectuarse en forma 100% virtual los días 26, 27 y 28 de octubre del corriente año.</span></p><p style="text-align: justify;"><span style="background-color: white; color: #333333; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: small;">Invitamos participar a toda la comunidad de investigadores del país, en ciencias económicas y sociales. Para detalles visita el blog <a href="http://congresofacesuc.blogspot.com/" target="_blank">http://congresofacesuc.blogspot.com/</a> </span></p><p><span style="background-color: white; color: #333333; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: small;">También te invitamos a unirte al canal de telegram <a href="https://t.me/congresosfacesuc" target="_blank">https://t.me/congresosfacesuc</a> </span></p><p><span style="background-color: white; color: #333333; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: small;">Recordamos que la asistencia es gratuita para todo público. Quienes deseen participar como <b>ponentes </b>deberán registrarse y pagar el valor de la inscripción por cada ponencia. Estudiantes de pregrado, profesores (as) y personal de la Universidad de Carabobo tienen exonerado de pago el primer trabajo de un máximo de dos que puedan llevar al congreso. En la flow.page del instagram del congreso @congresofacesuc está el formulario de registro y alojamiento de la ponencia; también la normativa donde se dan las instrucciones a los (as) autores(a). </span></p><p><span style="background-color: white; color: #333333; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: small;">En la siguiente dirección puedes conocer acerca del III Congreso Internacional que fue realizado el año 2020 con participación de conferencistas hispanoamericanos <a href="https://congresofacesuc2020.blogspot.com/" target="_blank">https://congresofacesuc2020.blogspot.com/</a></span></p><p><br /></p><br /><p><br /></p>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-39899852137971606202021-07-12T19:46:00.001-07:002021-07-13T09:59:16.662-07:00<p><span face=""Helvetica Neue", Arial, Helvetica, sans-serif" style="background-color: white; color: #333333; font-size: small;">Valencia, 12 de julio de 2021 #IAFaCESUC</span><span style="background-color: white; font-family: georgia, "times new roman", serif; font-size: small;"><span face="Verdana, sans-serif"> </span><span style="font-size: large;"><span style="color: #666666;"><i>|</i></span></span></span><span style="background-color: white; color: #666666; font-family: georgia, "times new roman", serif; font-size: small;"> </span><span face=""Helvetica Neue", Arial, Helvetica, sans-serif" style="background-color: white; color: #333333; font-size: small;">Redacta Dalia Correa-Guía</span></p><p><span face=""Helvetica Neue", Arial, Helvetica, sans-serif" style="background-color: white; color: #333333; font-size: small;">En el marco de las actividades formativas preparatorias para el IV Congreso Nacional organizado por la Facultad de Ciencias Económicas y Sociales de la Universidad de Carabobo invitamos al Conversatorio "Normas para la elaboración de trabajos para el IV Congreso de Investigación e Innovación en Ciencias Económicas y Sociales", dirigido a los estudiantes de la FaCES UC, especialmente a quienes cursan las asignaturas Investigación Aplicada a las Ciencias Administrativas y Contables y Elaboración de Artículos Científicos.</span></p><p><span face=""Helvetica Neue", Arial, Helvetica, sans-serif" style="background-color: white; color: #333333; font-size: small;">Es una oportunidad para formarte y así participar como ponente en nuestro evento anual. Recuerda que si tienes una publicación puede ser considerada credencial de mérito para el trabajo de grado. La actividad será desarrolla por la plataforma zoom, la entrada libre, previo registro. Más información al correo infaces@uc.edu.ve</span></p><p><span face=""Helvetica Neue", Arial, Helvetica, sans-serif" style="background-color: white; color: #333333; font-size: small;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0ro9B3h3e2-MSkOjEpetrK064hULsXSZYrmXHR1ZRQQzenVbLnOd6LPXbdo_gCviDDhSzK_0EQ9yiLosSoiwCGTDVYfF3ilhFuTaM9UZz0GshmjXTevdpjc2v8_OoNu5oP-R-AgDw4A/s2000/Dalia+Correa+Flyer+Curso+Canva+Unellez.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0ro9B3h3e2-MSkOjEpetrK064hULsXSZYrmXHR1ZRQQzenVbLnOd6LPXbdo_gCviDDhSzK_0EQ9yiLosSoiwCGTDVYfF3ilhFuTaM9UZz0GshmjXTevdpjc2v8_OoNu5oP-R-AgDw4A/w453-h640/Dalia+Correa+Flyer+Curso+Canva+Unellez.png" width="453" /></a></div><br /><span face=""Helvetica Neue", Arial, Helvetica, sans-serif" style="background-color: white; color: #333333; font-size: small;"><br /></span><p></p><p><span face=""Helvetica Neue", Arial, Helvetica, sans-serif" style="background-color: white; color: #333333; font-size: small;"><br /></span></p>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-3239302328678714602021-07-12T19:26:00.000-07:002021-07-12T19:26:07.233-07:00<p> <span style="background-color: white; color: #333333; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: small;">Valencia, 12 de julio de 2021 #IAFaCESUC</span><span style="background-color: white; font-family: georgia, "times new roman", serif; font-size: small;"><span style="font-family: Verdana, sans-serif;"> </span><span style="font-size: large;"><span style="color: #666666;"><i>|</i></span></span></span><span style="background-color: white; color: #666666; font-family: georgia, "times new roman", serif; font-size: small;"> </span><span style="background-color: white; color: #333333; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: small;">Redacta Dalia Correa-Guía</span></p><br style="background-color: #e6ffef; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 15.4px;" /><div style="text-align: center;"><span style="color: #274e13; font-size: large;"><b>Estructura del Proyecto de Investigación</b></span></div><div style="text-align: center;"><span style="color: #274e13; font-size: large;"><b><br /></b></span></div><div style="text-align: center;"><span style="color: #274e13; font-size: large;"><b><br /></b></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEB3-jCgIlhsxpoQdcjZcEZhyT6z1pjbIQoCF5RLkKUdsrh1O_SSBgcRzebZ51D43RxtOA4772RLwJlzhfIvGFo3DqxwfhmnafYGv3JSJkG2yDak1od5GVoolnlYRPMr-7zsjcQc3jeA/s2000/Dalia+Correa+Infograf%25C3%25ADa+Curso+Canva+UNELLEZ.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="800" height="1043" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEB3-jCgIlhsxpoQdcjZcEZhyT6z1pjbIQoCF5RLkKUdsrh1O_SSBgcRzebZ51D43RxtOA4772RLwJlzhfIvGFo3DqxwfhmnafYGv3JSJkG2yDak1od5GVoolnlYRPMr-7zsjcQc3jeA/w417-h1043/Dalia+Correa+Infograf%25C3%25ADa+Curso+Canva+UNELLEZ.png" width="417" /></a></div><br /><div><br /></div>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-8173968969826142132020-06-16T12:49:00.000-07:002020-06-16T12:49:39.436-07:00Manual- Resumen APA Séptima Ed. 2020 en Español<span style="font-size: small;"><span style="background-color: white; color: #333333; font-family: "georgia" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Valencia, 16 de junio de 2020 #IAFaCESUC</span><span style="color: black;"><span style="font-family: Verdana, sans-serif;"> </span><span style="font-size: large;"><span style="color: #666666;"><i><span>|</span></i></span></span></span><span style="color: #666666;"> </span><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Redacta Dalia Correa-Guía</span></span></span></span><br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVgaeK-dIzE8QRQmI2DiqHVTvSIzlLksFAYscmQDsrNXg6mHKGAfQjOOoCRjMbVJw2oLpyUCrQctQqy51EexPo284NjyX_fEDXis-GhGNDreM4FxtIoFxOTf_MnZIHFLrTPDOsbPkD_A/s1600/PORTADA+NORMAS+APA+7MA+ED.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="764" data-original-width="694" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVgaeK-dIzE8QRQmI2DiqHVTvSIzlLksFAYscmQDsrNXg6mHKGAfQjOOoCRjMbVJw2oLpyUCrQctQqy51EexPo284NjyX_fEDXis-GhGNDreM4FxtIoFxOTf_MnZIHFLrTPDOsbPkD_A/s320/PORTADA+NORMAS+APA+7MA+ED.png" width="290" /></a></div>
<div class="Default" style="line-height: 115%; text-align: justify;">
<span style="font-family: "Book Antiqua",serif; mso-bidi-font-family: FrutigerLTStd-Light;"></span></div>
<span style="font-family: "Book Antiqua",serif; mso-bidi-font-family: FrutigerLTStd-Light;"></span><span style="font-family: "Book Antiqua",serif; mso-bidi-font-family: FrutigerLTStd-Light;"></span><span style="font-family: "Book Antiqua",serif; mso-bidi-font-family: FrutigerLTStd-Light;"></span><span style="font-family: "Book Antiqua",serif; mso-bidi-font-family: FrutigerLTStd-Light;"></span><span style="font-family: "Book Antiqua",serif; mso-bidi-font-family: FrutigerLTStd-Light;"></span><div class="Default">
<b><span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"> </span></span></b><span style="font-size: large;"><span style="font-family: Verdana, sans-serif;">¿Por qué es
recomendable para los estudiantes usar el Estilo APA?</span></span></div>
<span style="font-size: large;"><b><span style="font-family: Verdana, sans-serif;">
</span></b></span><div class="Default">
<b><span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"> </span></span><span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><span><span style="font-size: large;">"</span>El Manual de
Publicación APA ha sido por mucho tiempo una fuente autorizada para la
escritura académica, y la séptima edición proporciona una guía más específica y
apoyo para los estudiantes<span style="font-size: large;">"</span>. </span></span></span></b></div>
<div class="Default" style="line-height: 115%; text-align: justify;">
<br /></div>
<div class="Default" style="line-height: 115%; text-align: justify;">
<span style="font-family: "Book Antiqua",serif; mso-bidi-font-family: FrutigerLTStd-Light;"> </span></div>
<div class="Default" style="line-height: 115%; text-align: justify;">
<span style="font-family: "Book Antiqua",serif; mso-bidi-font-family: FrutigerLTStd-Light;"></span></div>
<div class="Default" style="line-height: 115%; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">La
cátedra de Investigación Aplicada a las Ciencias Administrativas y Contables de
la Facultad de Ciencias Económicas y Sociales de la Universidad de Carabobo
(Venezuela), en su búsqueda de información actualizada en materia de normativas
de investigación, ha ubicado un texto más completo que el de la Guía de
citación y referenciación APA 7ma. Edición.</span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">Se
trata, en este caso, de un documento de setenta y cinco páginas (No oficial de la American
Psychological Association) que se elaboró a partir de la traducción del inglés
al español del original:
https://apastyle.apa.org/style-grammar-guidelines/index y en American
Psychological Association (2020). <span> </span><span>Manual de Publicaciones con Normas APA </span>SÉPTIMA
EDICIÓN 2020. </span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">Las fuentes originales precisas
fueron:</span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">American
Psychological Association (2020). <i>Publication manual of the American
Psychological Association (7th ed.)</i>. https://doi.org/10.1037/0000165-000
</span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">American Psychological Association (01
de enero de 2020). <i>Style and Grammar Guidelines</i>. Recuperado el 17 de
enero de 2020 de https://apastyle.apa.org/style-grammar-guidelines/index</span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">¿Por qué es
recomendable para los estudiantes usar el Estilo APA?</span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default">
<br /></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="margin-left: 36.0pt; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><span>El Manual de
Publicación APA ha sido por mucho tiempo una fuente autorizada para la
escritura académica, y la séptima edición proporciona una guía más específica y
apoyo para los estudiantes. Todos los estudiantes, sin importar la carrera que
sigan, pueden beneficiarse de dominar la escritura académica como una forma de
desarrollar sus habilidades de pensamiento crítico y perfeccionar la precisión
y claridad de su comunicación. La mayoría de las directrices del Manual de
Publicaciones pueden aplicarse tanto a los trabajos de los estudiantes como a
los manuscritos profesionales. El manual también tiene elementos diseñados
específicamente para los estudiantes, incluyendo una página de título para el
estudiante; guía para citar fuentes de clase o de Internet; y descripciones de
tipos comunes de trabajos de los estudiantes, tales como bibliografías
comentadas, trabajos de respuesta y disertaciones y tesis. Los estándares de
reporte de artículos de revistas (JARS) están destinados principalmente a los
autores que buscan una publicación, pero pueden ser útiles para los estudiantes
que completan proyectos de investigación avanzada. (www.normasapa.pro, 2020, p.
7).<span></span></span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">En el
siguiente <a href="https://drive.google.com/file/d/17GHK9gu3EJzMMhCF2mDJRFQZ7jeGq5r2/view?usp=sharing" target="_blank">enlace</a> pueden descargar la “Guía Resumen del Estilo APA. Séptima
Edición”, con el siguiente contenido:</span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%; text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><b>CONTENIDO </b></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">¿Por
qué usar el Estilo APA? <span> </span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">Estilo
APA para los estudiantes <span> </span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">1.
Formato general de trabajo </span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">2.
Alineación y sangría </span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">3.
Encabezado de página </span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">4.
Títulos </span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">5.
Capitalización de mayúsculas y minúsculas </span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">6.
Cursiva y comillas </span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><span style="color: windowtext;">7. números</span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><span style="color: windowtext;">8. puntuación </span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><span style="color: windowtext;">9. página de portada </span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><span style="color: windowtext;">10. tablas y figuras </span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><span style="color: windowtext;">11. citaciones en el texto </span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><span style="color: windowtext;">12. referencias </span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;"><span style="color: windowtext;">13. ejemplos de referencia <span> </span></span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Verdana, sans-serif;">
</span></span><div class="Default" style="line-height: 115%;">
<br /></div>
<br />
<br />
<br />
<span style="background-color: white; color: #333333; font-family: "georgia" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;"> </span></span><br />
Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-10656584367870383222020-06-09T10:55:00.001-07:002020-06-09T10:55:38.132-07:00Guía de citación y referenciación “Normas APA” 2019 7ma Edición
<span style="background-color: white; color: #333333; font-family: "georgia" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;">Valencia, 9 de junio de 2020 #IAFaCESUC <i><span style="font-size: small;"><span style="color: lime;">|</span></span></i> Redacta Dalia Correa-Guía</span></span><br />
<br />
<br />
<span style="background-color: white; color: #333333; font-family: "georgia" , serif;"></span><br />
<span style="background-color: white; color: #333333; font-family: "georgia" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
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<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg64Lri-WsaZ7vvQLrhbjxwvoLQpUVFZ7ZA4wKjMi0zxi6tKyPytNrvSuDCixqOdbsUWbRLn1pD99F1E2gls_G1jZIJlohdvbZZmq_yOB5jFv-9bBDyocula-1K5tdzTUlBevZ_sAnXSA/s1600/PORTADA+APA+7MA+ED.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="767" data-original-width="665" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg64Lri-WsaZ7vvQLrhbjxwvoLQpUVFZ7ZA4wKjMi0zxi6tKyPytNrvSuDCixqOdbsUWbRLn1pD99F1E2gls_G1jZIJlohdvbZZmq_yOB5jFv-9bBDyocula-1K5tdzTUlBevZ_sAnXSA/s320/PORTADA+APA+7MA+ED.png" width="277" /></a></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; mso-bidi-font-family: FrutigerLTStd-Light;">La cátedra de Investigación Aplicada a las Ciencias Administrativas
y Contables de la Facultad de Ciencias Económicas y Sociales de la Universidad
de Carabobo coloca a disposición pública la <i style="mso-bidi-font-style: normal;">Guía
de Citación y Referenciación Normas APA 7ma. Edición.</i> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; mso-bidi-font-family: FrutigerLTStd-Light;">Las Normas APA (American Psychological Association) son un
conjunto de directrices diseñadas para facilitar una comunicación clara y
precisa en las publicaciones académicas, especialmente en la citación y
referenciación de fuentes de información.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; mso-bidi-font-family: FrutigerLTStd-Light;">Aunque surgidas en el campo de la psicología, su uso se ha
extendido a otros campos de las ciencias sociales, las ciencias económicas y
las ciencias aplicadas, entre otras, por su practicidad para la preparación de
manuscritos para publicación, trabajos estudiantiles y otros productos
académicos.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; mso-bidi-font-family: FrutigerLTStd-Light;">La Coordinación Editorial de la Universidad Central de
Colombia ha elaborado una guía resumida y práctica de las generalidades y
novedades más relevantes de las llamadas Normas APA en su sétima edición (2019),
en cuanto al estilo de referenciación y citación, con el fin de facilitar su
uso en el ámbito académico. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; mso-bidi-font-family: FrutigerLTStd-Light;">No es exhaustiva, mas sin embargo, ofrece una orientación
general acerca de las normas y novedades más útiles e importantes, así como su
adaptación al contexto hispanohablante.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; mso-bidi-font-family: FrutigerLTStd-Light;">En caso de requerir información más completa, se sugiere acudir
al manual original (disponible en inglés) <a href="http://www.apastyle.apa.org/"><span style="color: windowtext;">www.apastyle.apa.org</span></a>.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; mso-bidi-font-family: FrutigerLTStd-Light;">El material está publicado de acuerdo con los términos de
la licencia Creative Commons Attribution- NonCommercial-NoDerivatives 4.0
International (CC BY-NC-ND 4.0). Usted es libre de copiar o redistribuir el
material en cualquier medio o formato, siempre y cuando dé los créditos apropiadamente,
no lo haga con fines comerciales y no realice obras derivadas.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: ES-VE; mso-bidi-font-family: FrutigerLTStd-Light; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">En el siguiente <a href="https://drive.google.com/file/d/1EDl-QXLBAu4I10yUyUFsTjvKv4yTU-sv/view?usp=sharing" target="_blank">enlace</a> puede acceder a esta Guía. </span>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-8238288358378617582019-11-01T18:05:00.001-07:002019-11-01T18:24:42.693-07:00PROGRAMA DEL III CONGRESO DE INVESTIGACIÓN FACES UC<span style="background-color: white; color: #333333; font-family: "georgia" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;">Valencia, 1 de noviembre de 2018 #IAFaCESUC <i><span style="font-size: medium;"><span style="color: lime;">|</span></span></i> Redacta Dalia Correa</span></span><br />
<br />
<br />
<br />
<div style="text-align: center;">
<span style="background-color: white; color: #333333; font-family: "georgia" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;"></span></span></div>
<div style="text-align: center;">
<span style="background-color: white; color: #333333; font-family: "georgia" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><img alt="" height="174" 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<b style="mso-bidi-font-weight: normal;"><span style="color: #c00000; font-family: "book antiqua" , serif; font-size: 14.0pt; line-height: 107%;">BIENVENIDOS AL III CONGRESO NACIONAL DE INVESTIGACIÓN E
INNOVACIÓN EN CIENCIAS ECONÓMICAS Y SOCIALES DE LA FACULTAD DE CIENCIAS
ECONÓMICAS Y SOCIALES (FACES) DE LA UNIVERSIDAD DE CARABOBO – VENEZUELA </span></b></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
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La Facultad de Ciencias Económicas y Sociales (FaCES) de la Universidad de Carabobo, Venezuela, en el cumplimiento de su misión de fomentar y desarrollar una comunidad académica en la generación y divulgación de conocimientos en el área de las Ciencias Económicas y Sociales, para el enriquecimiento del patrimonio académico y profesional del país, se enorgullece en presentar el III Congreso Nacional de Investigación e Innovación en Ciencias Económicas y Sociales, como un aporte para generar espacios de discusión acerca de temas centrales en el país, a nivel latinoamericano y mundial, apostando a las transformaciones necesarias que nos permita afrontar el reto de las desigualdades y trazar vías hacia un mundo justo, tal cual nos lo exige la UNESCO en su último Informe Mundial sobre Ciencias Sociales (2016).</div>
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El Congreso se estará realizando del 5 al 7 de noviembre de 2019 en los Campus de Bárbula y la Morita de la FaCES y su lema: “Productividad, Sustentabilidad y Disrupción. Aportes prácticos a los Objetivos de Desarrollo Sostenible”, contribuye a fortalecer la orientación de nuestra gestión decanal y directiva en cuanto a contribuir en la construcción de un mundo justo, donde haya posibilidad de ver alcanzados los 17 Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</div>
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La Organización de las Naciones Unidas para la Educación, la Ciencia y la Cultura (UNESCO) ha manifestado que la adopción y difusión de prácticas sustentables y flexibles, el compromiso con los sectores socialmente marginalizados y la integración regional, son algunos de los retos de las universidades latinoamericanas para el siglo XXI. En ese sentido, “las universidades públicas están obligadas no solo a responder a los intereses de los estudiantes e investigadores, sino que, como parte del entramado de servicios públicos, deben irradiar cultura, conocimientos y valores a aquellas capas de la sociedad que por diferentes razones aún no han podido acceder”. </div>
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La Facultad de Ciencias Económicas y Sociales de la Universidad de Carabobo – Venezuela, consciente de su rol con la sociedad venezolana, mantiene este espacio de intercambio de saberes, aún con las complejidades del momento histórico que estamos viviendo, ya que existe la voluntad de avanzar en la búsqueda de respuestas y soluciones sostenibles a los ingentes problemas que confronta el país. En las investigaciones presentadas en este congreso, destacan aquellas asociadas a los objetivos de desarrollo sostenible N° 4 Educación de Calidad, N° 8 Trabajo Decente y Crecimiento Económico, N° 9 Industria, Innovación e Infraestructura y N° 16 Paz, Justicia e Instituciones Sólidas. <br />
<br />
<a href="https://www.blogger.com/blogger.g?blogID=31748633676571809" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=31748633676571809" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>En esta oportunidad, la Dirección de Investigación y Producción Intelectual y la Dirección de Postgrado, han trabajado conjuntamente en la coordinación académica del evento. Esto ha permitido robustecer el binomio investigación-postgrado, condición fundamental para la política de internacionalización que adelanta nuestra gestión. <br />
<br />
Otra característica sobresaliente es la participación, más creciente, de estudiantes de las carreras de administración comercial y contaduría pública de nuestra facultad, así como de otras universidades del país. También de nuestros estudiantes de los diferentes programas de especialización, maestría y doctorado. <br />
<br />
Este III Congreso Nacional suma, junto a los dos congresos internacionales, 5 años ininterrumpidos de compromiso institucional con nuestra Alma Mater y la sociedad venezolana. Auguramos éxito a cada uno de los participantes en las conferencias centrales, simposios, jornadas y mesas de trabajos libres y hacemos votos porque estos nuevos productos investigativos tengan incidencia práctica en el logro de los objetivos de desarrollo sostenible por el bien de Venezuela y de la humanidad. </div>
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<span style="font-family: "book antiqua" , serif; font-size: 18.0pt; line-height: 107%;">¡Bienvenidos!<span style="mso-tab-count: 1;"> </span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "book antiqua" , serif; font-size: 14.0pt;"><span style="mso-spacerun: yes;"> </span>Dr. Benito Hamidian</span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "book antiqua" , serif; font-size: 14.0pt;">Decano de la FACES UC</span></b></div>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]--> <span style="color: #660000;"><a href="https://drive.google.com/open?id=0BwyH6YiJQplwRHhVQzRidGMwVjBQMlRtSnJvclBoa3FyZEFv" target="_blank">Haz click para acceder al Programa del Congreso</a></span></span></span><br />
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<a href="https://www.blogger.com/blogger.g?blogID=31748633676571809" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=31748633676571809" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="background-color: white; color: #333333; font-family: "georgia" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="color: #660000;"><img alt="" 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d84jVgAhWQBD/3h5+RPD1ZccAkaZi9kHX4aKTZ+dAS3/uaX6CF/T77kUkxtrIcnNoxNqx5GF0NsTweG+/vYSBroMOttm4yGhYuwePnxCLZNQ8rrR9oTgD9DY8zi0r4Y1t98Azo2bsGshfMx+9wL4M9H4WX5ee8zx9xJ4qeVGZHGv1wGyknprQweKO1zIWd7JqIDyWx5/onKs/20ea0C2zgpsoLOFS9Sn22/bZm6b8+VTuXoMZbSKd6+uSXSUWGiZ/JOsukt6dq2s/zeS3Rg0mN1AR6t2HqIFswYUycydGJi+XHc1XUnkukcXjHttXQWgrjhiS347DX3oTtL/aHD4StoVYdgw6O8AZ5T/r05NLv78IsPvhHLpjTgV9fejX/7r1/SAaoxtsnrytFB1GNkH0IBF27+5uf28xiLafTIOl/J4zBqP/UxFK+4FJn0SuQf+BYdwF3oD2dQmS6YfUFZV5QyMA4f66aEIZNvQ337yQhP+RAy4ThWdzyJ8bQfy2adhoqC9iDRInqG2O6Gfdw4OLIyZ+XuxUj/yPbtrx4bL30XyInFYsYGlIOdZ2un0sl2WDtTnk/B3tsfqf5nsyvPVr+TbH2HSk9vULaN2LVrF374wx9i+nQi8H2Nt/fFKBlGxdvKFK9rdURvhWg/gK4tM2WMdbQGVoDG1mXjlXfbtm34whe+8HSck1SGk8o7KrCTJ5gQ2JGZdxN81ATCiPUOYuVd9+C0mZNx+x13oeeux9A0yAmiKoKpb7sICy+70GyYyw8nMdbdhwi9oYpgBN66ahTqKzBGYxH3FVGRdcOfppBs7sDWOx9A58NPINnRjUo9T2d8toKCkGObs/Rk3F7OKGwfZUGPbdTSkaCHIIf9F99o0CpyXvbRAzd5fNaf/gs9g4PYQwBw/NlnIBANIZXLGJAksGNWkMiTIQI3dwgI0LMaeORB3PrN7yG9uxtDyXF4GitR3VSHKI2dK5FDX3c/UgR8Wb8PL3/rW7D8nLPxv59+L+I71uDMD/8Y01/xcnpfKRBXwZco4LcfeCMByKN4zVXfxYyzX0nQ56VHmEdksAv/+fbXYe9gAh/82vdQQU/yd9/+T/RuWo8wAVltXQ1CUfKr4EduPI2B3g4kc1SkSBgnXv4WnPaGt2MsWI1g0c/xycIVTuCGT34Cm++8D8e+8uU47dOfRTEVgZ99LKij+yEp1kTK9Wyk9JIr0YHSPhdytmciKq/zQOlFVq+UVkfpiuJ0LZ3QuU1j420+Z/nqt4JtgzOdzSuy/LGPtGzdirc6aqn82u75sWTz6WjrddJEcS/R30hgRwDEl/PBQ8OhldskgcUgenHrmptw/567zR7AEyvPxCuPuYROTT0e3pjFp358PTZnhuHxRVCkHmp/XFiPrl0+DPu12jOKdx61EFdddhoSiQxe++EvYm3POAed9kfLRwWBHQ/CBux8fmKwIyfLTeCVDyA0qxlNP/o+hqYw77bvorDmTuQD1H9vDyET+4EqyleE9adZborxzaiedhEqp12AWLEJd226Ab974L95z4/zj3kTLl56IUIsyueK0WTWlZhxkGRl7cUsWy9k+2y91h6ItKqjFxrKbcbBkvJpPrb5Va7OZZ/K5+3y8mVDbDv2R8/GK1ueTXOovDVgx9ng7u5u3HTTTbj22muxaNEijIyMmHsyvHV1dXjiiSfQ1NRkNik1NDQ8zTjt0FbcwMAAlSqB6upqbN68GcuXL0dfX58xjkKUra2tGBsbM6BIaaPRqLl/6qmn4q1vfathZDmTVL6Tyjuo1U8BHT028mofy9AoHvrrHTj91LOw5cFH8OjNv0b9piE0punBnHoUpr7vNcg11hL8PI7Bu55EvGs7KkMRjI2OIic+hNmX5npUNteifnI7wtPmwTupHtGWanhqQvCkM0jt6MLA4xvQ++QGJNasx+jwsFnZ0Zzt0TIxu6BWCvA0jYWxpzKH8WAWdakcapLayOfDzko/XvbDr2LS4kXYSl7NXbaExor1yzvjn/kOD4OLhWRVWmEEj/zuv7Hql7+CfzyF6SechBmvuQRtM5ciGK5FlmCkWEwhObgXe9Y9iSevvx7djz6BqWecif7dG5Dv2IRzBHZefTGy5lk5vfrhLG561yswtmcVjv/0tzDpvMuRJEjyUxYqe7fg5++8FAODcRx9zqvw4H33cpwDOO1Vr8KUBQvhqmtEcNIUZFwEWWNx5PdswOZ7r8cTf/0rhuNJtB11Ol79kStR1dSOWECMGcKjn/kMNt50OxZfeiGOueoqFNJVCBGiaqPy/kjy4JSJgxFypbeKdSgKcbBULqPldKA6yw2D9Euyr3wqWzKvYMuxR9svZ/8sEHKmEYCxdcjI2Pu6p2udK86pb/a+yrVlWXLu8RGVb1BUHqXRUeXatlmydbxEE1OewIPcJ9jRSgdBgzuNnnwn/rT6t3h88CFikzRcdL6GfC7Mih6P9856D9p9U7Gmaxzv/OPt2LwnZewP3AnUprSS7MWeCi+yvhxmpwr43ftehXnTq/E/tz6Gz37/V2alWC9uaOMzMxHsuPcLdvT4Oc+QpSPX+s53oPiON2KvdxX8D30ckZEkhgOTEHVtQrZYTZAWZ7lJuLUPxzMblTNfCe+UM9BbqMbNq3+B29fdgUFPHzw0bNFYGBfNvwSXHHsZHU294fNMGTsQSaYkp+Wy+mKif3T7nHpm61acjbdgR/ET6flEemrLsTot/XaSvS9y6n152QeiA6W3/XDWdyjk+dSnPnWlVmxk9NQJMeLRRx/Fjh078M53vhOVlZWIRl6Lxct5rN2Bh+9+Aqcc9XHMWd6LU074EGqb2jBesQ1vWHoZVnf349yz3wq0j6PGMwOZbQMozC/gjJmXYPpRAXRsKeDk1nqctTSM6aeeh8DMOXjlCVfgmr/8N+bPn48lS5Y83Q5nEAPVSf5PjpChQoj0TLSzt+hxoT4TxJ5q+gWeALpufQBVbVWYPb0Naz//74hffSM8owRr1RHM/PibMf3NF2PrX27F+q/8HGM3PoT2OND4n5/H6R/7AKaedjIqprTDNTSI8Q0bkF27DulHV2Pv7Tdi71+uRd+Nt6HvzocQ29UNb00VoscdhdZXnY8pr7sMlcuWIusPY3yYHkqShievFSwaElcKI0E/QU4Blckc4t4i0l43/G4XIjQmNYumoHnpUux9agMap7Uh4/eYVSo/DZeChjSlVSBvHk/9+et46mvfRcpdjRmf/xAu+PBHUT9pCYrhGriDNBSaxLx+BKoa0NA2F4vPIojx1eHJ+x9CkeAoGZyC+ceegIYp08hPvVWliTKDtbdcg9zobtSfex6api5AWJuSc1mM5lK4a9UW2k83+rt2o3rqQrzty19HaFIbfv61L+Lha/+EXfffDU/HHnpwQUTnL8SUUy7E/JPPw+6VqzGw+XEMb1yJ2ecuR8EfRcgbxlP3X4exzetQvfQozF5xyb7Ny2TE3+uYgzj5M50Cp2YCSPLFyINeqhcapCy4/bwjb1XvgJT+pA9UC+YvKfyh0ETKJFlUvC3LKp9VcJ3rvk1nSefSMcVLvgVs9Mq44mywcUpj9VEOgt1bI4Cia4EMHRX0oUDVrTwKVk9snbZ9uifSfeWRY6JybfmKt+XrKLL9smVaQOUMirNB17Zvtv32qHvlfLHtm4hsu8vJxk90z5brpInSvVhJj9GLBCh69K71kf7sTvx204/x5MBj5htgBep1ik6Ut+hBLNmHjUNr6Xw2YuqkFrxh1kx0bu/DJjpc4QJ1hEM4HnUhWUgh5PEhrj2B7hxOWjoV7XTgVj60En2jKaQ9VcZR0WNkBMZw9qUnY5o7ivSDazD2xBrU0gb42RZaCaSLHOM51aj7+OeQrAsgsOtGxAefxN4aPYIaocmP07ZVwu0bZV8ox6GjUDf//Si2XYDOVBq/fPy/cN+Gu5H0JlHwUWaoMnp7dFfXDg5eDtMnTUXBE0U2R9uolyyKlCN6e9r7581SPtO0iwRcGmcrO//o8S2XMduWZwsitdOpm/ujifI9G9l0IqurlnRP+ifdtLqoIP2UHkrPbXrLSxtEzrYozrZfR9kM2REF+7FBHW2cFj0UZ6/tQoi93l9QOmcov29tnz2W3z9Q8Hz0ox+90jJDjNGqy9atW80Kjhq4c+dO7En8AQPdPnJ0AOseiWD60p0Y6m9F99hK7OzagtgWqsTGLtw4vBMNe29DwsPOYy/+uu5OnD/nEmwb3oCR9ZwQp2Rwy04OSqYKm7b9AanhHFJP3I11vX2YMWOGWQUS2YGzQcw1g0Ol1+qNMcxeGXwvFYPeS8CDSVkvhrq7sWn3dszhZH/9lV9Dz4at0GvhtXVNWPFv78bekSFs+eyP4LpzHYqxNCouPRGT//eTmLt4LoEAFbC5CljYguazT0TLKSsQmTUPe2mAinGCpbwX6VgWGEpiaPVm7L7lIfReeycSNz+AbEcnPA01mHfO8Vj08pPgmt+OYXpMyf4Y/KNAjF6TZCjlKyIf8CGoCT7NicDvRcVZy9Eyew7uvfVOLDieoMAnAaSHJ8PGwNmbmM6F8f4eXP3tz8M/nsPxF16G09/9DqQpuMWcJi7loWCyDmMqOZ4SlmI2h1mLFmHJKcfh6IvOwTHnnIfWRQuRJ/iSodGmZD2G23rjH5Ed6UXL6eehYeoSFqI3p1wIRvxYMnchjrnwbCy65GVYduHF2D00jJuv+SOOOfZ4nPKySzDv2JPhqapD397duOWuu7F5w0bkkgksmkOv89GHMTSwFw2T2jFpHseWY7H13psxsnkL6hcuxvQTz6MysdFamnsWvdart6X9y1Q8/q9zctTE66xIPumtMlOEyhIXni6PJ/r39PVzI+mGSPI4kVEQz2VEFOzkr3gbJyOjeBvsfWcQ2bKtUitI/q2CW0BijyJbh9OA6Vpky1aZNp/Nq2B1S3E6t0elt/cURE6dtO21pD6JB7Z/6q/zWul1tG21cSLVZdsr0rUl2/7nQs5yXuzk0yprlnKeySMbSuO6zdfhgd5HEA8UCErkmFDuyAfTI/6XjKUw2D+IaQ0z0VjbjKMWzcC6Ld3oGR1Egg5TLuNGtEggQ/CQpsIMDe7F2ccfhWhVEKNjSTyy8mEDZCqRxNQaHxY1VOM1y09EdSCCNG3+6GA/xgXI6UAkMwXaoigir349gqcvYtwapDf8GtXxPUgjQneDExl1u+DNEaSEeZyF5kWvh6duOYZzLvzhkV/g4fU307bRNdEKFkVU/TGbsVn+rs5dqKyvwIyauQRr1DPywkMA5qHjYqXCrTfHHMOpsf1nGd+DbWu5rDttjUK5HkhnbJxNY/VNuqdgQY4FOk69m4hURjnZsu257ILAQ7ktUXt1zwYb7zw/lOAsa3/lOc8PFFx79uwpWgOkjuiR0s0332z2z1jDdsNXT0XrjF5OupxAC1pqDxOBs9OVu5FJNiEVHUb9WDM+dm0G0YoQPnJaHP++6rWoqn0CR7tG8F/9r8WHZ/8Uj25vx9bK92OJ7yeo69mAf/9WN9ze3WhoaTerSO973/vMQJQz3KuGMk5DRHGgopQQpj7Ap7ktRg9g+29vxfzjFmNwrBcPfeLr8G3ajXilF21T2uHlxDv42Cakegcx7gWa5s/E8W9+DepPOopeTxLjO3ZhdGQUFVU1CFRVA6EIioEwfOEoQEOTHNqNkW0dGF+zDYOr1iC1czeyQ0NU1zxvu5BwZdgeMj4cRqimFpVTJiM8pc3soxmld+RdtwNdu3aid6gXrvEUmlLyxl0Yivpx9I8/i6bpVPIEDV5rLbLBfRMbdV7TllH2QhGP/vnnuOkbn0J73XRc8YO/IDe1iUAnibArZL4dRJuBPJnB0TGgx2xuzhdpNEobpPMEWm66fHo+XyTvxMmI9gaNx3D9e96AWMdTWHrVf2L2aZfxDsEQeZpFApX0FLX6kyWw3LWzD7l0DjPqq7H6gTvQsbcTDe0z0TK1HVNaWlDpr0CadQ6ODiAT78UDv/sfdN56ExqOOQGXf+MX8BOUXvflf8Gu627AzNe9Hmd/4lssW+sx+ZIR3w9Z1SwZe6VkEMBR0A0ac+2F0j2Dm0qCYkCROdd/JQxwWGRkkG2wxsLqja5lWGycndStHDvzKM7qlZOsQiqd0ihIkZ3pnPXbeGvQdHTWJ8PmvC4HS7Z9tkyRPbd9cuZXn5xk+2tJ1wo2n/NcQfWWl6t2qI/Oaxss2XsT0bPd+6cj6jg5j4R3HPfvuQd/XPcHjAYHqBsuhNNBiq8HWQ/11aXV4gJ124NwtgqN3kl4+bGXYnbVQgwNh/Fvf7oLt67exeLq4SfQ0ZeME+EsIukhfPicE/DWV5yIxMAIHrj/QUyeMh31BDk1IQLrAAFLVK+As+xCEvnYKIpDMfjG0nRmu5AeTaDh1PNRnJtFf/9vEXzkZ6hJj6M/WIcxTnzRXBwuOl7+muWonPMa5GoWY1t8CNc88hus6biPjt0wtTzMPhIoM5Te0BRAZxtzaURZ98eP+QSWty+GNx1gWQEaRLd5uyvDflOiEciF9jGL6kz51/hLnhT+EVRez8HWq3ZaWX229jrvKX25jZD+OMnqmDPe2gKR1Td7VFCZVr+c7bKka5tWwcbZeOXVFhSBHZVl0zltnh0bkS1DR1vOcyVnWfb8UMjz4Q9/+EpnQ/QYS4+w7rzzzqc78/G3V6O6bSN2bqlDqJYTYE0Iobq1GB/gZD90PmIEP1OiO7Ftsxurat6Ks6LX4YbYqZgU2YSeYaC1uAPVM/M4benbUL32x3jjSXvw8AYXHnhsNyoKKQRrarBs2TKcdtppxvg5DbMJBBzG8JsgY0hmclL16/FFjhNlQo+MyGie3/Thf0Wgsw8B3tejjt7EOLBuN8ZTCYzW+nHCuy7DaZ94D9Kc5G/+1s/xCCfh1bffib13r8LOP92JHb+/Bdv+dAs6H3gIXU+tRpITenU2h8nT2lF3zGxMvvQ0tF9yGqqOXoBcRRS7h8eQT9OTzbG+FAd8NI7R7QRGm7di2wMr0fv4U5z8x1HTUIPWlmbU09vKDoxSW33Iz2jF0jdcgtvvvIeSCdS0txogos3O2q9D8TLeTNGVxSO/+5HxuJasOBXtF1+GJN0jv5+TZlYbvOUxyVSyDfzT6leWZYhXAkDwsC6l5x9zmHRaNNLKToF923jzdcgOD6Dl9HNQP20h72oPDZtE9rq1rM50ep5eI6+vbxDX/+hHaGbczPY2VBEUdg72YeUjj2DTgw+jr7cPab8XrbNmYFJdBXbceSuG42ksveA1CNGgbbrnRoxs2YLqRYsw48Tz2Bb5eGzPPoGciLI07jl9OFJGXqBGK1I8avUpT+VzFXPklx5wsa3sb1E80ynz6hV6o2COCqyiHEjxJkonpRaQmMhjsgqvfE4Do2CBi4yFzrXy9gwZZ5Dc2/s6Oo2G81xkz3VUWtVRbmRsGTqqPtsGS0pbHmy80tlgr1WODeXXKtsG9cWe23S2bPHF8sl5LgNteahgeWsNuvLbPCJbnqXya5HiJooX2TJfLCSZzXmyWDf8FP785B8w5tebTFkEKYJ+6jgbTF2mhFPu9y1tUv7pjmRGsZWOY5RO0qz6yTjt6EVIDRawbVcvEu4cvP4cwqkRnHfUHFxywlK0VnjREAQWzZ6GtpYm1FToGzwh2liOqQAIi5c2unyc0Gpr4G9oQHDubESXLIAnSnsiAJLKAvE8UgQ4ce8wxziHAAGZr+ZM1C64FPnaJdiQ6McPb/821vQ+SMeR7S1EaU/SbHbJsJiPJUrzvUVk3RnECjHs3jGA+bMWoMIf5R09lmZ/NS+7ZOOo40XG7RvTF2LsVKfk5lBpf+21MmjvWV3RUSRZt/VJD8p1xAbFW33RnhzZI+WzeW25Th0V2fvlbbPxlmwbFa+ypN8qT2TrKc/jJN2zeity5jlQcFL59aGS55Of/OSVlgHqhJiljcV33323aaA6+erXVqO37xQsPeY/8NBDYbQvitDLTyLAybYycDy9kWbMyvfi2i30IypWIJZ1YZQgI1S1Hds62nBW3V58t+9onLI0gmDfQ/jcEw3YNDofySdXI1HppqKGccwxx+CEE04wjSpnvovtyLOjmqT1LR3GGLCjiWzD6jUYWLsJTctm4YZPXYUWejXa7DoapDepFVGihYgvgLpzj8XSy1+JfPcQ7v36z7DxNzdjpLcXrWceg3M+/D6c+PpXo37RdATaas1bT4m99GY2bkRy1eN4+MH7sPGvd2HvrQ8h9uAGZLb1wBupRv0pK3D85a/FglNPQeWCuXBVRRHP6i0netWZFKI0TKFMGslsEYPaB9S1F4W+MSq4DwMBN076lyvga2xAfXU9mtrbkaQfli1SeDNZFNL7JlCyolDIYsONf0KxpwdTly9H/UlnkwVUCsbL7sk4ma86l9glqYBnn8KQmebtjlCeY0zg4jVvimlcmYuZBaw23HgdcsO9aDnjLDRMm0dAocdYvMf7Zt8Qj4PJMXqOQ/QoM5g6pRFbnnyIIK7fGN2q5nbMmb8Ax524ApPbJqFAUNTbP4RYdyc67r2F3lkQyy98HYIVEWy5/2YMUb5qFy3GrBPOM5ukBXbYhf2SFq7EB28+y0CFH6PXSf7qBwb1qE9flla/tPIjsKNvdpROVTYbyLxUnX2l8ZI8kdI65cwqs4L4LtmXEZHhsMH+4KZ0xBoaa5CskbJGxTnhWyBjz+09pXcG2w4bLDnPReX3bLBtUbvVDlunvDBnfc58E1H5PXvtDM5222D7rqPtpw3lcbpWsGXpXO234FHBgh3Fi9c2Tud2rHTPBue1zlWukxSn+nSciHTvBSN9RyvnRjw3gFRxFGnKWS5VRMbnxUiQMs+u+NVsHk0/KfNSfr0llcrHsHNwB01CAXMirThp/jwEKiuxae8mnHD0dHzlDS/D609aiGl1fgTzKfZTE48bOTpcdB+MZkhnxC19Q8xXkE5RnuFBxss20bnUt8RCSJC3PoTC7Qg3LoOvpRFJzwAysSyaG09EZP5bkY224dHdm/CTO76HrsyTKATjNGAhOk0NbF9cfhPtSwnoeKifXnbMl/GgAlE0Vk9HW20bWquajX130cFiEtNCs/la+wz3yZ+TJoo7ElQuJ6rDxh1MfZJDS1b2nORst+7bNDpKxiX71sbI9pTv85MtsjpidUJkdd65aKBzG6xeWD1xtmF/ZO8prTO/U9ds2xVsvDOf8/hcyJb1XMk1Ojpq3saytHfvXlxzzTX43Oc+ZwrXveu/+WacevZbcfe9d6GuegHmzA1jpOf3nJBvQ3vbCPoJ8lpibXjDTT4sCi/FfckZcA1sQaFiF6roIeQp5K/0BjD79K/gTb96DCct/AVmJ7P4wucSnPiH0dpWh3e84x346Ec/aphUzhB3jsaOUbQFRvhptuFjnF4xjw0OI1gbxIPf+xl6fnkdqmNJDEWLBDs0vONFzG+YisQbVqDm4U7svP8x5EMB84jHNaMVx37m7Wg/YRkyOT96Y8PI+TTwBdRQySsTecQ2d2LL3Q9g5LFN2NPRafa36O0Fr5tGoMDJjv0ORCOY3jwV3oUz4D1hEabNmYxUMoHOhx5Dxx0rkejoQSadYOMLqKdB0w/qbXcnMe2KS3HuR9+PP//41zj/rHORb62mYdHGvIIxAj79bpf6TGOj11Af/c6/o/f6q9H28vNxzlU/Bud9UpL84IQGvVlBwRKQmUAgxDM3g/kdLhqODMtT2wWU8ok0/vzuNyO9/Qkc829fxfzTXsm0QWRoRLVBMEjgqm8HpfS4jpP8X/96PeNGMHdaCxqbmxCoqsfw3ixGe4YwPNKFMaYJhCahub4Fvv6tuPtbH8RYuBYf+J/bUdlch2u/+C7svOFGzHrd63H+x77FMaSCsC4Z8/1RkQZYoKaor1r3diO9m2OhNaFQiACzBqiohicShS8cIADyUk7IC3KlqC/QMiWzljq7jyTX1pg4FUiypzirqEpjjYhVZJHONTlLN+yELYOiaxvK09tre36kSW0WCFP7FewGP9sWkT1OpGOHS/sr0/JA5KxfZA25JRluARrFK61Nb8+dZYnsfZHluyWda0wszy3Yc5bjzP9CU55KOiDdiejL6GO0GSPY3LUBd+y8BxvcOxk3gjBtSJG2x6XPW1CoC7RFAvj6GnGW8u0vBHBJy4U4fdbF7HsrOkZjaKiMoJLOll6I0AoJpVqDQv0P0bGit8u6/QUCebf2BrFsGR0DL6RhHKt9QVRFO+BFio2lfSi6aZPTCHk2IB0fRsA9E0PU85XbH8If7voVRry9yARjJp8nF4YnH9KDOG0HZL3UMdo3vWbf5G7AMdOPxckLT8KcxllMqwlUKz/MyPHLCRgReMluaoPys1G5fBwuOWVT5JQdydLB1GdlzJm3/GjtjORfpHgbrF6V64rI6onaIjsksuDG2idbv0jnCipHtkLBlj8R2fbZOnS0bVL51vbpaEGUs906OvPa/M+VDievyPOFL3zhSjXGNkivh69fvx533XWXSaC4s17fBkzaiz7fekyefypWbxjGztGfIuRbgLHRSswueDHsr8Tt2/rQNHocovX9WBXfjPBgAQ2+JrjGI7hu5HhceHoLFsTei0JiBTY8vgRdm29HghNqFb2Qo48+GitWrJiQ+VJBs3JhFJaBSifvYMv6jYgNDCHWGkHnVf+Dmr5R7A3TK2SZ2gXirahEm7caG1etxsjO3ajJ0kDQSwm/YgVO+OK/oGp6Owa3dWDXHU+g94mNyHQMIJjUABIVt7bBNXMKKk87EfMvPg+tZ5+M8NRWGpYCEqMDCGSTCOXj8MSGsD3Vj4HNGzFy64PYdfVtGH50GzyVDag68yxMP/d0TKsIU1mp4APjph9TLjwVx37k7Riv8GH+rCWoqGuEN0wzQgDlIxgzm5PZ/lw2h0QmhXiBRqJzL0aeehS7aTCmnXIWjUyAvBLg8hJ8lcCODJWZ1xUoFzqKkxkvhdsnQ0lDsi+Ij/oZiGK6gI03/QWZkT2YdPoZaJo6l/yWR8X0DAJIeh02OZDAwM4eHL9kGZora3D7j3+Bx/58O8bW7SUI5MQaDWPesfOw4OilmD59ISrzfjxx47XYvfEBNM6ZjeMuuQJuAqatK29FH+WrceESzF5xHu2vxpUKMrG+GfLSsCJGr76jA669PQjExxHMZOHJZuCKp5AZHUd6ZJyecJJ94/gFpHi0qmapnOXTXMsTtoooMCAvScpuPSO7amCPTmW1hkQ6IqUWkHB6Sk4DYw2AU8Ht+bMpq+4fDqm9aretQ+1R28rr1bnSqk2HQ+V92V9fbbzzvkh80rmOAiJ2RUhHtdt6phak2Hs6V9m2H85zjaMNdnIQT3Qu0rXOnROHzS9S+14oWpNI4cs3r0VfZhwtoSpM8TZjSsVMHNc2G820H0OJbiQLcWQFeCjXWn2lYFNXS/zWt3CSxQz6uwdRH6nD9KpJaPL4ERGPCgQdtA+5AgG5x0ew4WV6Zmc+bSx2F8bNl+GDefKeZco5ECtCtLNROpSRVB6RdB6D+iQFQRetPcFLFVutbyS3wO1rR5p29sHeR3D1bb/FOO/n6VCxdJZN2wTtaRyDOxuiU1NAkrazgiBs+fyj8boTX4cz5p6BSaEpyA8Cux5bi1U33Yz2BbRDATfbKeDFcS+yQQYB/ePIysVE5JTp/YVyubKyaIO1NwqyR9b2KEiGrVzb8qyO2GB1xAbpvLVNSq80Nq8z2LYoqA4b5zx3ktVJHdWe/dlIq/v22pKNe6Hp6R8CtQOzZ88eXH311c9Y2bnjummYH/KjLxlB67G/x+O3/wCnNvwQifwy3ON7M2Z3fwOTFw/hS99dgJHmkzA0vhkzw+vgDvXjjtsWoThnGFNd0/HRj38NH/vRz1BZG0Kopxt/+enPiPRDmNJSb1Z2PvKRj0zIcC+VUErCuZktppGiEmq3/vY169Hc3IzxtRvw149chbpkFrFg3kzs0bQ8Hbf5yQS92ewJRTF1xXJMOfUkJFxZbFj9JMZXb0TFYALe05aggff7N21HYm8/Mskk/JEgKprr4W1tQnDyFNS1NaF+2iREGmvYFjeGegYQ37QDu9dvQXz9Zl73ociJV5+TKX0bh0ZEAuD1IEzQFWBZwxEvZl1wFo665GV4fPVqY7iOPfU0AjAaomJJ+CVA1qBLqPTNorQeaw104p4vvQ8J8m3xa96LGW/5GJK+ENp8epatZW4fAt6gAQ/aNJ1j/RRLZAs57N68HhVJmDo8c2agsqqZbRTwS8Md68c9V7wSA527sOzK/8Xss07jmCSN95jJFNGzYS2BRRz5HMuta0D37k4kRnqQ2kuQAz9aJi9ATVU1ivRI4wRG4xwXPxU127kZ9/z2x2z3Dlz6wavQctl7yJgc7vvXd2LtjX/C8ldehuM+9wO40+QP0wuACcxqnxALpoEueS1kCHL9gyh2dAEEM9pb4ItGUCS4ygXDZpnfk2c/kmMoEhC5Cd5YGAo+P4oVEXg4UWRDYRR5rclBPyVSYBv1MyLmQ5Q0OhL9nLc0XuYNOFN/6UfvtIpnlFWAS7K4T/HL6YVQZqu3khnJjgymjKjaaPfoWB3+ZyO12x5tsKQ+2slAQf23hteSvaeg/ltDbNPoXPyx8SKdy0jbNDafJWd+JynelrE/clH3BLnSLk3+BBK5BG1EhnIaxBhBwZWPDuO36+hEUZdrabCObnXh7Bl1WN7ehOZAhjYwhu0jm/DY0Co8MbIa/fFBmkE3gvrFvBzv+7NwJXNY0XY+Lpz/GjR7GuDO045QnvWzMGy5Wa95PmmQun7Vw/+D1fGnUJsfQpj2a5w6mitUIjrmpy66MaV6Jk6adTqOblqKlmAtJ6A0Ets2YcvD9yN93e2IbO9DnP2f8pWP02a8Cmnafpo45GnT9fuB/0iSnE1EzzbeksPyfJJVpbf23cqqjrqnIFm0pHsCLjZOeSWXzjQipSmn8nY5r63sqn3amytnz+qAvaf0tm1WN2TvBKxEmpOUz/bRlq9ynA6KSOXYsnRUWmd7Dpdsmw+W/u63scbHx/9uZed9l7Zjcl0anXuaEGl5A72Jvajy3Y7R1DAGUi/DWLEBvorNWP0EmVEXxl7POmrzONpmRbBtVzV6q2tQ7yng8gvmYP1DX+dk/ASSmW5sWz2AilwlQlX+p1d2bJ1OclOp9b2FoqKF7vnPz4Ho2LYdU2fMwO6Vj2HHnQ+hlpNvzkyaRQQ46btyRWR9bjQtnIsVb3kVujn53/qX69F780q4ntyF0NRmnPiZt2PKa1+OhhOXYebF52I+Q8vyowjUoujr6EXH4xsQe3Qduu5+BBtuuAtrr78Da267Dz07uxDi4C5evgzLXn4Wll58PqYsnot82IchgoMxAiY9VlLb+9w5dMZGcMG73grP9MlYv30zjj/1ZDRNnUJAws7InrJvEi4Jig1W4L3eKILRZrgr3Xj8yZUY37YBdeNjmDt7PsbpkeVkEPI+Tvw0bPqGBbL0ouIIphNY+ZMf4ep//1dsv/MveOyWa1EzuRGzZs6jIWR6AgutHm288Y8YHd+D5tPIB/JTC2h6ll4ciuOnH/0gNv/x+3jkul9i3fo1OO2MC3HP3Q+hd8N25FMJxGJ96NjRh6c2dmNHYhcaG7KYmxnG2m9+G/G+YYTPPwNnvvfDbFMIfo8L22/+M4Z2bkf7nEWYfOoFBGdSAhoIAjSeULYolASBPn3FmR5lsqsH6f4xBKvqEZ42Da4pbcgROObrauCuqoI7EEYqUoF4TS2yVTVwVTNOIIcg05WmJzwyhGT/MAqxNJAgiEtnEKS3qKV/zWM+n/aSMHBSCHr9CFFZgwRGPvJdiqvgIaAK+Er7XqwHYw2BDS8E2Xql9DKkCjpXO9XuciP2YiYnL53B8lpBvLf811H68Tcd+dt+KBtn86kc8cEGa3ztuSYb8c6CKMXpXEdLNk6k8kTKL7Jt1bU9LyeBHZZCbWe7eObVW62UQ8J3dMXz+MVd6xBTcazH5fajayCFlRt7cd+GDnTn/YhWNWFW/STMq12Ak1uXYEHVFOSHYhhMDGKskpNPqoCTJp2JC5a8CtWuRvoVPuox20F7qc9MqEXPtwSE/GHMnDkbXbt2IM225fxRDBUDCLrqcNbC0/G+E96Klx91HmbXT0Y0k8fQ3ffiga99A110gAP3PoY49T6aIiBgm/cUUph65hnkRQAu2oY8bbog2z+a7HgqSJZEVnas/NijlR8drfxIrrS3RkHprKw59VVlW/m1RzkrCjq3dkj3rA4oONtmg5NsG22wZFeSlN6Wa3VKcTa9rcfqlL2vo9UtkV0hF01031l/eRv/kXRQKzuP/WYa6qs5YO4PIjDrTbjuuk/h7Nn3wEvI3ZehoGZyqKn9NL7/myIeaz8Zq8KPoJgks7QZd4iTdKCAC/NTcekJZ+CLq/6EjuA4po8G0PWbRxDOUxmmVh3yyo6LA3bPTbfizHPPwda/3Iw7r/w2puY8SPpzSHm116RI5QuhekY7J1I/Brd1YSydQkRLtfOmYPrbLsLk2bPQtbsDgXUjSBKMFWoj8DVWAw1VqGloQHWQE10ihcGNW9C5bgsS63cisaUTKU7iGtycX14TB7uC/KuqRGNzA5rbJ5EXdeyDB5nRMQx09yJREcDxl7wcoVnTsGXzOsxeehSC1dVUYgIOghW9Wi+AIXIKhYKUJpt1IUOkl82OYdNtv8OqH30TYU7itQuPw6yLLkdkyTyE6ypQJNjJ5dNIDw5gaN0GrLn5DoyvWoNTzzoOW9c+gv6RGM753Oex4MzXsJ5qxEIsMz6Om95xCQY7HsNJn/8FFp11IesV4BDYGcbP33IRRoa7ceLLX48n7l6FEYKGxacfR1B4Nmpp2IKVLSgk3axzL3q6nsDjv/8Bcpu2Ij2awczzX4VjP/JxenTV8HsJQGisbv30O7H2jpuw4pLX4oTPfYteX47x7LPxPku4z8PxTY6OIx9LIOwPohgOIx8MEKBxwihmER8fYfsJiAhAPMwXz9Bj5i3JCE0JZTZPYEUgo8klS3CT0o+p+pAjb7Wak2XI0aB69M0jlu01RoZGVcrMCUgN0UZxfbRSb7ZJ7vQjsHZMJpLRF4JsW2RUraemOL0aKkMpo6N7Nu2LmazcW7Lt1dHZz3Ky6XTfWYbS2mudS4+cacrTlt+3ZA22SHWJp5ocREqr+9a4i3S0bbZtE7kKBNuUx5wrbB4xazVSi4X9nMx/91gH/vfR3Rj1hgiA/EgXqBEeSi8dAa/ASi6DpmAOS2qBc+a24PhJAbRGAkhgHN2ZbXhszz3IJoGz57we1Z4mRPU14pzqJw+0986AHU4+z+zaEacc26sN07vHtuOX1/8CuaYwZs9bhmNb52N6sZ567UX/2o0Yu+Vu9N91P4I7OhGiPusRHM0y0sVK8+ardHN7XQQn/vuX0XzyycYRytE++2gD/5FULgu6trKio5Uxe9R423u6tsGCGq186GhJ6SVL9uiUNV0r2PRK48x7MLS/9NqqoicGAjr6lp7qVVorr2ZuIyjTtYLSyZ5YUv8EmNRXBQE5XTtBmhPwOPlj6zgSdKj8mBDs/O53vzPHmTNnmm/ufOx9uzhxTEVz2/fw1HgPTj6lGcldG3DPnVdj6dIvUcDvQn3qu/jTD9zYWnMprs/dgjgnrKKrCpl8LyKRBhzfOhff/9iVeNsX3olNgVGE0i7MHWnDuenZ2OLfg8bGRnz+8583jHYOumgisONn6O8dQI1+bmLLFlz7jk+jbZQTvTuLtJdAR5+jYL9GeO6lQfHnimhPczCufB2iJy5Cz//cgS33P4rJu+Loa4+ikEojOzyGCD0vHyc5X8gHVziA5sltGDthJmqPWoiGGW3EQRUY7R3CHk78g/c8juH1O1DkxBzkZFjlprHi4MeorL1+TqqtNXj5+96OulOPwR9//b94+eVvQqSxlgbIgxwNkFlYZhu9NBI8K3WWVC4ULnfK9D2dIqBJFZHoeAI3/+ATGNy0EdkUvT5XCE0VESOgbgK73YPDGKew+Zoa8LIrLsd8Goyff/hT6OzqxKWf+iiWn/MquLIEhkGWNTaIm//l9ejZ+hTOuvLnOOqMM5FR24pBuEcG8PO3no7do8N483d+iPq6Gvzxv76L8XseQAWBU2VjM3pqG5GoouClhhHpSiKn35WdNh3L33o5Vlx4KeWmAnl9t4NlBhHAtV/8GB669S844+LX4dxPfIWGLUvnU4BHv+hOr4PniVSCvS4iog3IlMuRTMo84qojgHJ17uUMMWzuI+hDNuJHKhIkGArCRfCSp2LqV+H9gTBLpHdLh6PoJ3DRj7HyTy/fez20rBKjND2c8TjyVNQMZc6jSSwcQohBH2pUnRoVqipzac3pb3QklfZwSYZGK7Jm/NkPffXcLju/RCWSfXMaR3stQ2yD08iLbLzI6qQ14CLlt3EinVsjr3Pltem9BAHmUVZRG3UZ58pwAvdiE+3Gv123HU/2U8dpF3hJeSPQ4VGr2UZQafMSlEdOL6iPxzCN+U6e24Az5/gxv6UVjbkUMtSjvDcMHx0+4oISsHHr8TDr1Cc6iKycNub5oHH2s0ogK5tGzJ0oORN05mJ7kth156NI3fRn7F2zFg3kW0iP2Nk32QVXkU4lnRH12VckKHTlMEJHte7887Hwi59HIUTH0UOwcITAjsZDk/T+SGMnkiw4yU7ukhMdnffteOuo4JQ1XVuQrHMrH1Y2rMxYmbR5FeckZ5miie6Xp7Fxqk+kNurDwVrZEdCpqKgw9+x9kfpnwYzIrizZNDqqHPVfR6VXebb/IrXNgiTbb0vOdpbHl5Pz/oFoovxOmvAx1pNPPolNmzaZ363SN3dOPaqN4OJ0hCpmYmpzHbq39yLV34xJlcfhsbsewpIlxyCf7cBtW3ZiZ2MVdla4kK2oIdCJwVXXRQAwhuOqJuOsKcfggTufRN+uPvhHUwjHx+gF7EA240ZLS8t+Xz0vf4zFoTFTz4O33YEs29u+eC523P8IioPjRoXkMflpOPTRuZSPyp/II7x8Flq//BYEnuhE57/+HJu2bkZFyoWWi07B0d96Pxa9+jy0zpsJP5XKm8khRcCQH4uZX0dPPrAeI39diZ3X3Irttz+EWHcPfDPbMPnVZ2DO5eej6oTFSFX6zO+I5ZP0VGhcJh2/FGd/+n3YFXWhobUJc45ZhlBdnaSAxkdCWhIw/ckwPduQ6rdmPK40jVjUTMD++kYsOet01Lc0wjsuD7GA3sQQkhkKHCf6xrZpOO78i3Dhu96L6iVHIemKYHdfEoVIFaYsX45W3le9eQJBTz6LWMdOeCuaMPX4s1AzqUWLLKYPuWwKj97wS4zG+nH0RZehadqxWHTqqxCZfTyS4UqMpcaRGtmNQryPxruAyvbZWPqKN+Hc938as487lWX4OB7ssgAn++ymx7q3pwvEZ5iyaDkmzzqKxrhgVnb0rbRMnnynoTRv3TGk2bZUXp83T8E7NgIX+R4YGII3mTGrP5o8tCnTQ88iFCPg1CZLglWtBgWCYXioaMWwH/mQFzl9AFxLsf59z7k5Di4CAm8kAn9VJUKRsNnYLHiTTqeQYpC8GY9r33g56VCU8PkmGRt5VyK113pWL9HfyOiaI9iJwp7byUhBRlpHxdl4u5SvtDYor0hG3gZNAJoobLD7qPTr4nrTUm8aeWmUVbumkk0xF655qh/jnPALAiW8Q82kvmcpyWnCHnrMlHGqkPnZhIA3giFC9sf7MrhrewLjo3FMrwihNhqhfrFvxkiqGNpLgh3+zzi97kB6nkU2S54E9F0u9kNgO907jO3X3oveL/8XBm+4GdPXbjFPA0bDeYz5tFJDXuforHgCGKKORrIFZLz0TmgMgjQCSdqPSeeeBVd1mA5TvrSf7jBI42MnfnvuDDbeAhmNnYKd+HUuXVPQfaUVWTlwyopTZsQLO+nbe/ZceWx+0f7OD4bUh3JyyqruW/kU2XbpntKIdFQ622edK862s7x9ts8KuhZvtMose6T8um+D7pe30VneRHSg+4dC+32M9bOf/Qz19fXo6urCL74yA421UzAe28nJpIlCXYG0N4ZC0odIYCdC9LBRaMN//nkXdtUux4gnhiZfL2evIMbC1Qj4XFgRmIyZ02fh+p616Iv3onLbKEbX7MX0WfMx0NeBU045BZ/+9KfNYJR3sHxlR79y7qfg52JJJAcJRlojCD5GsPWJL2J8eJAeOpUuwXI89Kha6zF14RJ67yns0Qf+kmPwh8KYdzQn/csvQnF2G+qH6YGFOOiRICWARo4DNjY4hKGuPdi5dTs8T27E3h0dSA+OojiWoEJTKHIF9kvLgMwzoxmuae2onjMZVYvnYDyVQmV1HZoq6pAYGEXDsfPN5lf9yKhZJdD3ItgVC3JkkATi9keugpapaEi9pV+q0e9JefXRQObRr4mPx8aQydEjojHNEBxURisJVMj+pIBEEAW/CyFXHgGmT/qL8LmjCHoiGOd5kPnDUmQ3EQj7IwNLbiNboO81OoKfXXEW+snTy//jN5ix6GikaHVTQfKe8lKgUHticVo5bbDzoLKu1nxDSFBUCsJhosEllCkIqFHGcgQdXiqBS3kCcKXCZpO0XmEt0LhpU7U2JssDdbN8ptDaODyj43ANDyOeTcJN8OKN0jvWhO4nQNGGT9ZTyGiDJgFdIlXanE15cVUwTXWEHmYV/MFq9k/LwhwBrdhQt408sQ5xXh8lNBsgeVH6llPJMOhMfdFbLE46kkr4XMgaIRlcLUnLSbGGVY+xdO8lOjgqN8CWFO+c0Gw6HZ3nMvA2zk6WOto4Iyse5qcMuTnBRxnn8xSoS378ZnsM//FgL7K+CHwFTUJMb1ZzZBWM9JViijnqL+1GhueeMGLERV53AguLvfjWa07CbDqYeiMTRd8+p5BlUecFgNx5gn6V9zw/x1Idngx5wLblaCdG7n0YK9/7abRRL2O+BO2VC8GMB6G83ghzI27etiLooe4FyTNaIsSCCdqjNKoTAQxUN2L5D7+BIJ1JPXr2Gxf3uZOdvDXx6lz67SRda9x0tGknIqv7um/Bi0jxOlf5VjdtvOLKqbz8chmz9eyP9tc+J6kdtlzrFAm0qd0COlrdUV9tGqVX/2VTlE5kV2icfXC2TeeWb9YW6Vy8UD7ZJJ2rHNueiWii/uwv7UR0IH5MCHZ+8YtfmOWtOXPm4Ec/+hEuveA8+GqqEcvtQqoniAy9kbSnnw3xI1oxjr2dUezq7ICvyYXrbrwJs9qn4bqf/xy//8PN2DKYwMff/Vpcd+2NiCXTaJk1BTki9wfvuAe3//4GRFwhhNqi5uciPvzhD5s2lDfarbdrpKym31J9Ci6Rp5fGo5ftvfHWG/DO11yOzLpt+M2XvozxPXvRwMmzjgakqrYK2/f2M0cBo+4MGhbPxGnveROidTVYc8v92HXf40gNEolygs9HOZFWMk9jHaZOmYK2tja0tLahMLsWwXAV0DeG5JZObH/gUezYsBXde7qRSdMDI6A65dyzMWnFMfDpB0gfW4kZRy1GVfukkiBp74cGjcF88G6fEljbY4zas42p6bhWYmhU2U69SeUp+Aks5P1wDqfO+uhRZQwgolBzss8KvWdYN41PJp+iYeTELc/E54affPHqkVuInofKI9DJURB9SkcDqX0DRf2uzmAffvLmMzA4PI7X/scP0LZoMXkUQYD39dq6QFvR76WRYiNovIhpyWby0RhtnjKNXovP5+kJERClCL7SBDbZYpJlEIRkCH4KKRS8nBxYhpdWkr4O20A+5Wnc6Q3H9Yv59BS9VEp/xAt3xIfx5ChBXhHRmlp4CNDy7CfNFEEwjWaWHkSaoI/t0KOoxBiB4CjbU0whVB2CL9IMX23UrGoV3BE2l/c8Gfjd7MumXeanP3yzpzFebSEfOHbpRIyt4iRG/usHUvWBxgwnlXxVtQGfwQLLKo5jeNduVAcq4G9uRNZLL4cllH7ziNWbL8IdOZKOWCMjT0qGSYbFAp6X6NDI2hxrC3V02sWJyKazE6OCxsMGm9+sBhidp4dLefNRHzKcvOPRBnzr7i24vltA340QJUYb6wX39Q0cfWOmQDCvpVY3nRJKKDJZ/u+hA0M9rcn34YplLXj/sS10WiiJAvFFswOOHZFkcvLSX4EASH8CQ/vI9kttPFLk5gSnHyHVRwjDeRf8wzE8/JHPwHfffRiujKEiVaEesq/UdeqGl51Uyzx0TJgT42HZtyKqUtQd6tiwO4DlV30akTdeZN4Gjchx2tduS85+6Nz2x5lO5xoPjZOOmnB1ruAkAQFN0sZmsxwLZHSuOE32Ntjyy8GOghNgONuhOCepLaLyeGceJ+0v/7ORM49Wa2QrlE82QkBHbbf9taT72v+noHOBFKcDpfbZc5HOFae0RtYZxEdd2zjxLBKJGBvlzGvpYPv8bLS/Miztd8/Od77zHdMoMWfRcUchlc4hWl1LZWPDOZmw65xoXBgrEoVnI+gbHTAfjBoc7EGFN0igNB+7R0fNlzfrKzlJpciAWEJTEhAJYQcnhkvOvRh1kRoMJfvNKtKnPvUpw5wDddAyUQxU2vzQCIb6+zDQ24s5LZPx+DXXYfvt9wDdQ4jmChgJ+tDECWzG6SdyTs4TjKzC2MYdiIwkEc1SsfbxXoqmZ+b6wJ3eVErJ7AQ40IEIiOrgJwiqbG9F3czpmH/88fBXhLFl3QZEG+pRO6kVGzduwIJjj0aQ8QIi+qVgbXL1HVgmD5nseOmocbICpGvxRgJsFVdBAqejSDyzAmrOCX600TfsisHl8yDhraZxASr7OvCz97wM/aNJvO5L38PkxUsQ80tBIuar1LTL5GeGMIUGWm++sQ7V7WyDSNe2Lba9duzM+LHpOkYLXn2ZwxjlTDZpNk+H/AH466rNd0HcsSQyHR0oDAzQWFIO2AB3VSV+/d3voq93L9I09qE0gVHOi+6gB5/55Y9Q09CMsc278N3PvJ3AN4z3XPkzJPIJ5PWL9PlaTjyj2Ll5JR649REMPbwKyUgB9UuX4PVXfAjNc2Zh4/ZN+PXH/hUtYznEg2mCsCTCWT+GvGGc+cmPYOlpJ6LzkUdw9/e+g/HuPvLDi/YzT8CFH3g3srUNnMAIsGTU9RziCJL4KBKfpaPirwyS+CoD/BK9MGRlXySZFpkJwEQVEcwlUSRgzhDI9Hlqcd1TXVg3Sj8qXzRfWo8lOOEWaY9pQ7XpXj/CKeclUEjDK/BPXU3TsSBkQHt2Lz7z8mNwWhM9aAJufVvK6pSt23m0MqOjjT+S5EkB6VAeffTiWqmwbjqcnb++BsnPfR2JwBDrDRgnxXwDS/aHTgyhB/lVRCBIqBdxU/9DCOdCGGjRY2UfZl18PgJXXAx/JsD5ptT+8rbbfol0T/yXPijejodsj42zaZz5RNZ+iQQCrD7JXile+RSvOFu27tn22LJFOpaXf6hUnt+Wbcm29dlIbRWpLG1Mlq1QnICO+mfvWVId4pWcJ4Ed8UzplVYASWkVnG0pb5eu1TbxU2XYR1p2Jcny1B5F++tLedmHQn/Hv4nAzq9+9Sts2bIF06ZNw0MPPYSZM5sxa8cI6hMJ9FSwA5y9m5IU2CQQiwYJGHo4efiJ2Glozdcu2XCCoGyADAvQQ89xMqW2e4jWs4Eg+jiBpRsa8KOrr0cgUmk2J7/5zW/G+9///mcIz/5IjFE6y3QNiJcT3YY1azG1qRH9nd1oq67Htrvuw8bHnsDs6dORo5ex/p6V8IzFEVB/CULi0MZUTkT0njwqiwbHw0k7oK/wskwNkF47bsiHUWiuQsMpSxE8eRmiBD3bdu3CSSeeil07dqF+5hSE62rNV0oFmAQYzNNydiPNAVd5R5rUd/FBR/FCE5wdRwW1XcGm0dEZ1D8JdKmPYfNGWNCdYtu9BHpVZDIQHtyNn3z0jejuG8Lbv/oDtM2fj1E9j/dHCIyk9CzXTdBAw51J5Z6xb8S2QW2yY6qgewrO+CJBizYiu/f24Pc//j7Gx4bxsldcjIrZ83Hfb/+EhtZGLD3pWDz4q9+h8/GncMGZ5+Lhu+9BIpnGJMrops7NGMAYjj5uBSriNJjFIGJNlVj6rtcjSJC6+c834ief+zAqmurxgSv/G5OOPxouffQsVcRffvDvuOHqn+D41pNwzOUXwlXtxV1f+ilqfLV4zfU/wtbt67D2lR9H9m0XompGM/ycaCLj8k4DmHf6MWiq8OA/Ln8zKmctxHmXXIr+nTvxl9/+ASecdCpe+dFPUAqE0mgsg0d2tUX8FWkcZcBE2mNneWzvv0T/WJqI74rTCwl6BdyvN6xoC4s85r0+JDheaX00OZuBTzaHaQsF6hNBTjyRwvg4vWuWMUyHbVuSAGksjbE4dY5pq3MxXHzcXLT7knAXmYq6KZ1y6pu9tmTjRWqXPRc5z58LeehoZAN5DHmyaMoSPHA+GH9yC7a//yqgyYOqcD3ctRXIRejUTGmCZ0oDig28DrvhjQQRjMxGQJOqz49RzsMNhQSKqQJ6Q1WYlPYir9//IZXzWHZGemDbb+2bjVN6Gyde2H5bIGDJxltAY1dIbbk6OoMtV6H8/pGg8n6Wl2vrfTZSP1SOeKTHS3rMJNBhV1lURnk9itMqkAU7yqv0si82fXk/bRlO+VNelaF5RuUpr+Yp3ReP7d44OyYT0eHwsrzM/e7Z+exnP2saoQZ98rRFOGVNH2aMx9HRmsZQuIBJIz5E02H0RgPo9o0iX1ePxsXLMDZGBd2wDc2jY2hPxVCZTaAjUAntBiEkwXAogm3Ms4HC3XTiCVhx4YW48483GuSot7H21+lyEpPEQJOeSq6jvpeSpmf01z//BTMnTUIjvXpPNo9kKIeux9dhbN02ZDd2wdM/hvx4khMsAYGMRIEM5YRbCHAS04bmhkpUTZuEiklNqGlvQXHxNLTVNOC+62/DscuOgzccQSyXRvu8WcgRx3g58XNUzOMpiZ8RQgEftkk8fL7I1LOPJNROAdQ9CWk5P3UtIRTqtohbb3BpE64PaRWEnCvEvhThHxvA77/xrxgjr17zgU+gespk5AlWoRUYpucUjmyRQgwXsplSmVZmnO2xQXHOZV9Lyq/f8sp27sBff/IdnPGKi3A7xzDjDePYk87DxocfRHOFDzu3bsWJp56Kju3bMWnZYjzwyKM4/81vwk+uugrtBKBv/MjHUOhPwDVM5WJ9WT957wvh/h99D+t3PoJ+9vvSt34Ky1/xavaTfOkfwFXvezWmTG3AGz7yA+RafexaEf1/fRjfv/LrWPaND2BGSxNWv/w9OPWX38eUYxaRf35E6X2myJ8Ey3js/qvx5y/9K97133/GlNZJqGYf//y9n+DxW+7HF77/fbimtKCf8jlJMnYEyY6reC6PTTy1YEfhJXrhyY6RxsP81pzMjJa/tahY0A9p0gHbthqRKh+qItWoCtbAQ71iKvoPnNzpePm9pVeD0wU6ZiwjX9BbMdJXTvzEuOG8PmSaQryYNT/Aa0l1q17ltROeSOdWN+210hwJOxVnWV5qcxEpRGL0hQnQxnld1TWAwcYC0sFmOr4FOn969xII0EbqMbpsTZG66dHrJTna5FyWuptCqm8UvrEiKhbOh2ckgFxl6dGIbJaO6oP6pclUwfZXcUojsn2zadVf5dVxohVQpbU80dHyTWR5JrLn1sba8kU6d6Z9ruSsW1ReptP+74+UR/ZeZQnoiE92VUd22jlHOI+aW5VW9kXnAjtVVVWmTt23fVTQtQ26Fu8sKb/yqA2qX2lESiMwaecDZx4nqbznSrYuSxOCnd/+9rdYvXq12TSsjwu6KzM4d28RU9Mp9Le70ZkdwYxsFPmRAkZqohiINqFtyVEY56QZDVdjePMOFHd3IpoapcSPkbEEJfEMqoOVGKZX0+VxY7c/gPs2bYa3shb+TByvec1r8LGPfaw0+e6n406y7TVCzzHXt1IUl0lnGElBp9L0du9B564OHD99HtavX2P2tMxetABrHl+FhtpqVEcq0LltOybPX8A6Pejauh3Ljl+B7Tt2IDU2inknn4htjz+OuoZGNM6egaEcDUtlFfQ7NGqi/AL9XIt+y8pJ9tG4ieV52e3nRIcz6CJnfvFJfJYgSgh1T3fNz08o5AVkYPYBBAs0IkV6mp4AEj4qDg2Um33W29yUGl7TiDOt9iKpHGskFCTEtl5Tx777OqoNZuwUL2ayPemunfjNV6/C5EVzkB0fRTLnwcWXvxdjOzdhzQN3mm8fDeztwZKlRyFN7+++lQ/jde9/P/7jXz6CmVOn4lVfu5Lgi4CFIZuj4aSyBvaM4nvvfiuOPusYrNqyDVWcPF5/1dcp09XYft0f8bv//gb+5YufR/PJr4aXhlgbJvW4deVN92DS8QtQiPXg5is+hAt+SrCzdBHH3INQVhvy2Qf2fePdN+Omf7sSr/jW96kDCwjQgFh8FJ0E/IvnLYUvGEGa8h7SZ7WPIFn516qOvCcZLxkxy1sdX6IXD5lf6pct4PQu0KNXqXf2bcW/fuvjyAaGzSqPxxs1TkfAF0QFbVMoqBVXTgYEPg08r/NzggpEOElEEfFXYGrLdEyqIYDQ/jE5HKzD6pU9KjhJ+md1UMFO7OXBypGVJZvWlmfvOynNdqol+jX2wHgBQ0EXUtkUGp7YilQ4gUA/J08C8/T4mNHNTCKOTGwc2XgM+WwOlaN74EvSxo4lEA+kER4lQJo0HRXf+yqy3hZ4OE/Yfslu2fboXPZMQaS2qQ+aSJXGHhXnpHKwU36/nMr7+3xTeX0HW78dL/FGeeTU6ih7L5Kd0KqO4pxl2jwi8dIJdpRe+3hFymPrcJKzLEtKo3iNkQVQOlec+C3ApWDHSEGkdui+0k1U7sFQeb79gp0vfelLpqFizNlXXI5L5y5HDRuyMzGAYsCD6qybiuhHv14uzsfRPajPl+s7Jnr/x426ljokggWMIk1POEghzqCRSqrl2xGCppvvuBuTmqeivaUdPf2daOBEpj07qtMyfH/kZIDSe/atomQzet8/RaPioneQM78e7id6dOcL5hXmNL2hgubVQs58pydCoxKjd1/d3A5vKGC+d+MN0OdgeXqco1efiywrtG/TX5IDr42svM16abAYtJHQ5y5r7z4eW9DDIg6L1EeFwyFnflue+GziaSQFdDIEopo4tadAXxjWhxHzmt7JK735pSeX2l+jzdACOzSJKOrrfdqXRGG1KzZWUCW4tl4d7bg5x64UT1NN5Rrf3Y2b//eXeP2HP8BZfAz/9bWv450f+SS2PfYwRru2w1dTi5ktrXjy1juwcPmxePDeB3HeK1+Nn3/531FdHcW8y1+LYqgSbn8EnqZqtM6Zir0PP4qffOIz+Mg3vo6n1j+Fh3/zS3zy+z9DlrJ359e/jB1b1uEtX/oqIlPmoFLvpwfYfnrIrhQbSDDTuf5R/Oot78RJ//JB1M5sYx8p4xmtAkYx7dhlGN3dgZ9+6KPw7x6Dp7UB577pVZh84nJ42luQoxfvy3rhSbJ/FYc3fhORjIbdVCk9dW5Mtnx/iV4kJLBDw2A2C3NokrRF24e24tPf+xRG/MPmpQO/lomNPpjkTM9JWyuo2pjLP07rtLalx8b5dAHnrrgA77jonQjmaF+VXk6eqtqnYxYAPK3nJHut+04ZsefSW+mxnXRsOgUbZ6/LwYEvz7bTE4rRKQrECHbYqPCe3Yh//GvI9W5AvjhOB0rbBDTRqZ/akKy2sUwWnVVdLDOSKbKMLGpiPmSmLkDuv76CYX8rfOnSY3JLzjYr2GuR7Yfz6LwvKr8+EFm79Y+i8voOtn71S0HpNd5yiHSucRewkK0QPxS3vzp0FDiRbRFAkX3XyrHy7Y/Ky3KSrcuCJ1u2ZEplW8Cjo61DfVD7n63cZ6PyfBN+Z2ft2rVobW3FK17xCtO4Ok5GWWKAHfFhDMVTKKSKGBgbw57YEL0SToJ7x1BRVWUU0a1XCTlTjg2PIxnLoZD2YHyASsgJoqd7AKMEI51D/RgYHcZjDz+MbRvWo7t3r3nzSytJYsDBCKE6onRilt6syRSySKaSDCl69TmzHKpvp+jbFkkqFllmXn82ey78IYR5T0/DXVUR9i1IzzhKIMTJmWk9Lq95w0ff9/ExLsXJPEUeuDkJ6rm7QTskgRnOhwZsaeJXMH9s1zMC7/9d3CGGwyVnGfZcRwmWh50wv5pOv8zwn8BQ4Kbg9iHtCTOhgTXI6fVZxuujZV4CIPVb4NCnsA+Zq0wrZE6hFTmFT3E2reqm6iE1lsT6jdux4LgT4KEnq9/BuuGaP2Bw81acc8HFeOj6G7FmzVpMmT4VocY67BrsxYIzTsWj996Knl1b8PDKh7Dp9vuw/uY7kOvvxbHLFmL1TTdgcG8PziBgCVRVYPUNf8D0JUvRMGs+Hrj6D2hqnYwTX/tGjm+ach1D0kPwzr7oDTDt6Roc2411N96InlUbsfK+m7Hqrpuw/v578cSaJ3Hsy89FsL4W0xfMw9odj2C8uwMd9z+M+5h+xrzZiLQ1UzhcRh+szBxJ0lgpiM/lRuIlenFRgTpWlBjwP5fRnSLG4iO4/aG7zeNQ3mGcl2n0BhYTcoKWY5HjqR4UaznIpdVE4vGiHmExbnLtJJw6/0SEcgHaKU743pKDYcGKPZduOvVTJFmx8iIdtMFOLpoYdS750lFBcbrW0QZ7T6FY1LaCAtK0mb6UG2NseSg+gMCdtyKQ7GRb9IaT9J7l6600tkWfEPGx7+btznwF7TQBH3mUCrkQ1A83V9Qhd/qJSLk40bJstU3tVr9sP+2bRc4J0wbb54PRif8reuPsr8bIOLD7xtfyRfG6nqjPNs7msenEW/F+ojwTkc2rupRHY2Hlrlz2LCmd8/pI0oRgZ+PGjWbfzpo1azA0NITF8+bguBNXYNqM6agiSIgGg2hqbkBFZRhLFy3EzOnzcNSy5WZH/VFHHY1Zs+ZhxrTZaGtsw0BnD05YRg94YAAnnnC86eTk9nZsWrceC+bNw1lnn8V8QfPV15NPPtl0dCJmWgbonr1vz6X6Oe3NSSSIGPWMMI9gWO/2U9l9VB53SLaBKsVJgQYhpG/peAucf6SceuZdaVZsfAxkiVmhojmCSwaHVRXpoXh9zM1z+VgqhziIF3RHWJ5QjzwS81MDZhAFmvZdS5kLevjxtz95a1p98hR5zj+lMYBiXzD39wEkQzQe+uAYa2GZrFMN4T3jHZkEjGd5FnIJpOnRk4Je2+ctGk4tL9NA6Zmfgq6NZ0UemD8X9NMN6VyaAJHxrKYoVOMh+JE3afjPvmt8eDQCTP7qI33mB0/ZXyvAoqfbLqJxF/8NL/dN+u486xKwvvNurLvlJlTXhXH3bTfB36uvI2dRNbUFA6u04bwBi45Zhlt+fTUa6mpx9Ctfhvblx2LPth3wtNZj8rFH4aHbbkP1zMl44+e/gBPPfwWOPuc8zFqyDBWxLP76y18gEx9F70A3OlY/juLGXUgStC499zT0PbYRnV19mHnqSYhUV8EVCiLvo/HMArGxBEYqPegc24Hd19yI+Z9+H8554xux4vwLcfTZF+KYCy5EZeskw73K+nocff4FmHfB2eaX8RMDg1h5821YeuJxiFZHTb85DZl+P1dyyr+lHCceeUjW4Iv/ur8/HXqJXjiye3Y8tAUCLdLZ0eQI7n30bmTcSY6hvk+QpDQRbOvLx+ZLwtRDBl3rq+D6tXKVI2fMn4uixtWEU44+GbR00kjahr/ZDB0lD5INBSc40NFOes54Kz8TkWTKghs7Udo4G/QldBnjQk5f62I/CeLCo3vR/9DNCI910gZF98nmvkLZjwJbr69K67fzImm2hUAu5Wdu2gd/IYA97a2InnMW21oDf6AEZCTrtu0W3Ojc9td5dNKBdKL8vtr6QpLaY8OhtMXmEWm87IsjKkOPo8QzO2YT8UhxCjaNHWfls7Ji4209E5Hu2zS2Hp2rHJUhKi9HNk2kdjvzWVJa0UT12nv7o2eWtI+EBJcuXYpXvvKVmDx5MpXRh97eQaQ5AejHErt7uhEkkt7T2Y2W+lZU11cSJA3j2quvwaqHHkZWP7YYDaKmqRqbdmxAXUsNntr0FFqntWFn5y6k4kmiei9u+est+Ol//zcefvhh03h13DLBSZZplnRuhVvMKWgz3BCNg34Owl2BkLcaQU81AjwGPFWoiI4gWpmEPpXjr6yAN9IAd0BfCp7GdsyGu3IEhdAgMv4+hh5kgz287kWe5wVf775NhRxgzfkED7k8hSBPAchxQPRmhX69uJA2AfRuSoGGigpbzGcxFhh4RogHhhEPDmM8OGiOWU+MZaT/FuQhFZifFSoUWH6+kKJRIBDhfT2GY62lD/txzIsaeAErOUVeell+pqfByAeSyAUTjNPXLSikxSA9qDDc2TB5FWGoIOMq6TrymobFw+DjfW+xmunq4MnSwDCNJ6/XRUpARytZglXa0M3WIc3JVspkn8WKnIZGY5oXv3RkfvPBP/LFw/IeufkG5OjdrlixDKv/8Ht4Ortw6fsuJ1C4HsmtO3HXHTdh7VNPcA5IY9rSOVj+qvOx8YEHcd9vfotwIIiR1Zux7rrbzQ++hqtrMeXopWg+dhmqT1yO6IrFiFUFsCk9jLqlRyFGFznJPO3zluPRBx5Gz8bV8Df40Ne9CYUdaxCMcVJI56gQeWT39OB/r/gAum6/F+1xD2qSLsxrPxpz5pyEafNPxtRFJ6B92hyEklnc8u/fwOM/+Cn8lLdo+ywc+6pX402f/SxGRhPmh2TdLvFV2zGPHElXpAMCOlp5Fa8nUv6X6MVDGh1phNEdjpd01h/yI1JF3SPQKea9cOXrGGoZqigz1dS7CuKcELz5IJ0f2prwCLz+fhayh+q+F30DGzAc66YuZgksTDX7JcmLZES6aQGDXRHRfi9tQLVv3Ng3dRR0X0cLMBTspFdOMTppGa1aZWgHaa8i1PvccBL9Y1n4s5UIpbTXT4/Gi8iHmNaXR86tPYFJOpwZjIXoAHlzyNKG+bXfgKDJXduESGUDKgMVT7ezvE3OidQGUfm8UU7O9DbPi40Op13qu2yygIOO4pPllWh/ZVt+SFasLbdlOHl6MG1TGmufLLARqVwrXxpHXasOPXIbHR01L11oTrGYwLZJQWUorY7O8kW2fTY46W89d5CEWR1TxTKmqmzbtm0YHh428Qp2Z/XWrVvNPp9169YZYCRl2bx5M7Zv326+viwB7e/vNx3q6ekxebVipAnynHPOwRvlLa9YYeKlQKqvnCyTbONt53StTidTe5lmmMg/japqN2rq/AhXuBEIsS8BrWS0wOtrhjdQw0BU60sRAIzDFRhE1tWF2EAjxvprkBysRTHWAH+qEb5MLXwpAqNECJ7kKJV1DKFCHIH8KBVzHMHCCIK5Qcazb6lu+OOd8MV2Mezk9Q74k1sZNsOf2IiK0T3PCKHh3QgP70FkpBsRXgcTHfBnmCezk+BiF7xa8o3vZv17Ecj1IZgdRCQ3hghRXTDPNhQSNAYJeHMJ2skk3ARU5htiZJ0rxyHN6k0OD7I0FhkaUX3cz0VjIqMCfUuH4MrlGyfgG4M7NAaXP8E4Gh0GtydD/tJYgXH0z1xFWih5bA4S3zUGOtpXCy3YKR8rI4QM+ukOjpoROP24YZFlrntqFSZNbsLaTZvQPGsGdvXvwc0//gWmTWpBJjWK6RVVCGVScPsELFMc0yB6Nm3BeF8vprQ04thpszG8eg184+RB9xBSW3YivmMn3EP9CDPf6gfuRXVtNd7ymc/h7Vd+DW+76j9w6kf/hbzzYs/6zZh2+hK4CQxv+up/YLBrPWVhFKPkz87xTuwZ7UUV5TFPENkdJVSkEXd5CNQ8OaQCWSR8aRrrJNraGnH/rTdhdPd26MGol2A0NjhC+fLBF60gINXq2nM3WPsj8Ve6Iv5KP1+iFzkVqYNmOZin+nPlEYgQdET0YgVBgZsOiidB+aJdNRvGtPdQPxVRINjJ0xboe2YBTAstwCnTXoPXnvR+XPHyd6M2XGecB/P15IMgyYvRSQfpWvos+yvbb8GQBTzOYDfCK411OG15KW+Aeq6tAnR29bFQwhrP5NmY9c5PofDK9yN+yqnonzIDY+F62m2CPNopcSNNuz0cHkfMnyUf6AjRZPvyWllwo6K5BUXW5Qr+beK19dm+2Ov/38naXWeQQyQSjyyoULyuxctnIysTSitbo+AELAciW4eOtk57LlJbrJxZ0Kp7mkfsnKL261pky7NlHiqZDcrKbDshQHLttdfihz/8oQEvqlBoWvF6NVw/IiYwM3fuXKxatQpve9vbTKNvv/12s6n5+OOPx3ve8x5MmTLFoLNvf/vbeN/73me+xKwNyCp3YGDAfL9Hu7vVSZV/2WWXma8oW4/ByVALgNROq2AiAR3dK3IS0uuLYko4TISjVQhOrgXeJ1doLBinLDI4vM7T89BPSuhXgbP6AdDkXk7D2qNDwMXJzKdlY62k5JIm7VhqrTFQhUIW+Swn91SCdfN+lgYqR4Ok70EUhDQL9MD0fFJtFz8ZtFCrXcwO+lvfOGBqj1ZJtDKj6yJRLCRgClRy8tbloqfnreGkT4Hw0sj4KBwK+rHLUJBeXg3TVDINPUB/BEV3EAV9IbkgwVafIyzTX+oD+1l6hEUDSaviZnuzBEZ5k5ZGN0/eeDiBkj85rUwV2S8CKH1oWO0W/yQr9iieazwkAxpLawStUpX6uq9vprscG/JRAOqWX/4MzY21WDhtGn7yze+gZVI7LnrTFbj+V7/C4mXLsGcrgc3IEBorq1lXEVMWzsNjjz6KkCeA8157GTauXQt/ZQT3//Zqs2fs0o9/FPnRNJIFgnE2+A9f/TrBTgRv/sY36FJGkSTwLQwP4WdXfACNs9rxim99Hqt+fR1u/9pP4J0zCRdceC629Hbg4QcewzFTluI1X/o0dnVvxv+8/p3ItdexX+S59lWQNzHy6swLLsRpp52JL3/44wi7slh20dlI0Ql49Ia7EKmuxod+8n0U2fawAKj7yD7GkuxLFxUvPbJGSWTH6SV68dC+0eNErnGhrXJnEXOP47t/+C/cu/Y+5AIZAgXZINo36qO/SF1CEHUV9Zg+bSYWTV+IeZPmorl2MkJuTloEQ256N9lkipNFFfLUcyqtqUVk5cVJkglnvLWjB0PKJ31XHp1L7xVEdu4Y9fhRlYojlE0jTjvQGyL8d9O+p7KoINCrzffTeaTDtbcP2Q3r6JxsQnLnZqRH+lDIJGk7fajWz77Q/vpTnKjzEQQ+91G4L7rQrHKxclOfJWdf9ifvzjTldCAdeba8/yiyYyYeH4hse22/NDdqwUK2QuMmOyEwK3q28pTflqEytTChhQ6BEm03kY13rqxYmohfznKc5yIrS2qLgtorvKFzyZbS23lFddu53+bX0QZbto4KNt5JBuyoEDVelahTAi7at6M3pB544AHz+vnb3/52s4KjjcsLFy404EeARsBHDNTqjX5mQvtuTjvtNMMgladfTtePik6dOtU8rlKc9gXdc889+P73v2+Q27333otjjjnGACerQE6yHVc9CsqjjogxqiemX/6OcOL3uhAO0ejr7Z6iAJIetNAz4kTt0h4dD5FpdoQM0293DCMR70MqPgpPdrcBMKn4GDLpGIpZrWpkaUz0WIMMc+nVPSq0nmPJWxFfaZjMkfe9hdrSfTGXAKoEdmxg1L6BsFQ2BqVUSlLUfxpMTozyAnU0A0cwpTYwkVZICjR1+vqo+d0plV3Ua4Ra6ibA8VXCF6pFpKIZIX8NgnozKdpIEMQJUZuNfRXMEyJI02e7CYrIm1SGoJHtz+YIHNl+VW329uwDPfouhidfAjgiyYpI46LgNJoW7FjBFJXeJinlZW8MTwvZJFIjA/jvb35NX/fB6QuWomu7fpX9Q7jtf36DPWs34RUfeRdGd+3EH3/4c21fQH1bK0543csRZruv/uXv4Gurwevf/U58+0OfxOSFc/CGT30CwQxLJwhNU8k/ePFrcNnlr8eSM05nfWx/cyXC0TBu/vR/YvWGDfjQdb9GNOXB1mtuwZ9v+hWKWzqQC3nQtGQJ3vGvX4Z3ajM2rH8M177jo+gL9CGccSGkN7FcPhp2L4676GK84ZOfxpqVj+Cmr3wGu2LD5E0Bi6bOw+s++kFUHbuMoAio0+vG2ll6BMgqsAyDVldFMmIyCi/Ri5f2WQKCGekrDTEn9JQ7gxtW3ohf/OkXBDulfXm10Ro01zRh7tQ5WDxrEWa2z0DEF0ag4GOgFmWHkIvvwPDYWnTv7SC4jmLpMW+CN9pi9NZSuaGfiMrtkpPsPdlrlaWgc8XrXHpvnVDFKSRpm6oIVoqZFAZCUTxJG3D9+m2oDEcwp7UNx7LvYW8O1ex7lA6P3q7yjw8i37kD43Rschs2IbVjF1KpUQTkk/kr0fRvH0f6uOMQyVfC/Hr7i4gOhseHS5bf4v3BkuyuxseuuqsMxempi+yyHc9na78dU6VRGcIFsu2yNVqNUXusPBwO2Tos/rDXmuPt9gjZNrXd6UiLlM62Q6S8uqe+TtQ+A3aUSZEKYpI2Jz/22GMGkJx66qkGjKiD6qiWMYWy1DilF/jQUQhSIEYNsmlUmRqtOJWrZ3EagI6ODvNdHeXRoy59PVmI8dxzzzWNck6elpwdU91ihMpW3UFvAJGIdt7rMUqME/k4kByg0hHUJMeRyDyEZIIgpphBPkVvOBsncNEjGgIa8sLNCVLlaMOvVjr0NV/CitL0zP+KmSpz1LUJvM/hMUdRwacNYPsESPdNbOl/UUqbmJ+FvOyTj4asZBFLg10qR6s6pRUo1lK6pyT7jqrepPSmiYu030d5902sJmg1hwPvY2vp9HncUXgCDeRTHftZi1CoCaEwgZq7Gi5PlIHp9UFBT4RQL0Cop82DBI/IsJTSRljxSWSXRDUeaq/GxGkANf5W8KyA6lV2dZMNNfuZtLqTiY0xb+mnSLKxJHwU6kI6g/jgALycANz6Xk6WvGYHgpURuOvo4TFrun8EqCHAjUYw1N2DIsGuryqCSrZUP7hqPtq2ZwDR+noOsAuBBIGxjwYgn4ZvbwyZkTgKs9spv2FEKD/peD/iNMyuCsrv3LkEjFWIE+ylKStRgvy0r2B+0VmfJyBDkOC4FPWNqJo68xaNv2sbOvZ0wksg1No+G/66KgwEiC3pn1ckCLqDf7/H4VDJyMW+ICMg+dc4KEykMy/Ri4fsVGXexpIO8L+cJ4+te7bhzpV304mchsmtM9BaV4sqfU2YGpjPxpCMjyA/1I/ESDdG+juoF53w5bchU9wM/WzWeLodC5a8Cy1LXk09DpUqOQiSHitYebJxOpcuK9hzp46LrB2WzDkDAtIzvQnrQQfngP/tGMKNu2mHQ5V0ONPIRhKopy2YG67AvGAEswl8ZoTdaNEkGvTTp4zB0zeMwkAXYtt3IDOeQu2rz8d4fSsqE7Rrwb/Z1BcDWb49n2THRPw+ECmdHQuzCBCLmXyyxYrTvKyj0tngJOe16jVjSpKdGRkZMTbc7ueyMqF0h0M2v2RL55ordJR9E1YQplD9qlNYQ20QnrC4w+ZXe3Ru2ywq79/T39mxpPNHHnnEMOoHP/iBAToXXnihKXxwcNAUprjPfOYz5pHU3r17zSRnSY0RqSI1XI+07r777qdBTWdnJ970pjeZXzh/17veZdJVV1fjoosuevoLjSpDR6toMuY6dy5z6doyO+K+3RiF+MhuJEe7ODq91DsCnuwwPC5ONLl5WgvhHEUFFYjRo5p953pMox9tNG1mDM0RJ3jxQasmJcblvT3mWHqLgozNFTip6dFNiflJd8CkN79No5LNjM68+1ytyD4jsT/SU46csYAiHSWIEm4e2UbLB0aWYA7vGZDGvmvoisUIAwWZZbhc2sehx096fVxvUpGfOS8naQEZGjHG5fWYzk1wwr88AYdeMS/4a+hZErVHpiJSPQfuwGQCozZ4fDXMU4msvqHB+q2yaEwkgJbUPsXraMdHcqHxCegtCh8BD4GF+JIxv5LOtGSLl4AixpNAMQB/OovuqAuVaYZYGqM15GaeSpopYDTqQ5r9rofX/ASHm+WFE5z0/SUvRp8IcAc4JglOEsJ5WpXKuuk9k4ccmyDZJsCnvRHubArBPOWUQCpBEKMHAt4YPR+2eazOi5QnjOaEgBknJGb0Igm3NnOT19pmkNIeIvGC/ItmOAYZD0YjTMu+qochtj/nLaCPILeWmYIjTF95YGN1IHLyWIZAPJbxkW6+RC9uMj9kzKOHNkGPsvZp+dOvl2tfjn53bWycwHpkK9I9T2Gsdw1iI1toyxLIegaoOgWE4nPgT1bDTccu6RlCJhhAxleP5Rd9iWB/sanLktOul5PkyMqSPbfxmlxka8vj7bnKlR2QDbDnpq5wHp54Hul8FPf05/CjzXuxxV+BrM+PAPvXnCwgTr0f9ufoSFAP6aBVFVOYGg5iem0YxwU9OIoTcmMohCZNWqk8RgNsD52RxiG2terwdehIkuXH80niq+rROB2IlE5joTlJj7i1uKBzu/Jrx8uOZXn7nXFKpzwi2VeBHcXZPVsH056DIZWpYOXwaVkiyb4JtClIHnVt26W5x+4ds+1UfluOLcP2R/R3YEekBHqUpQruu+8+w7gbb7wRH/jABwxY0UcHv/zlL+PnP/+52Zis/LahIlVoleFDH/oQrr7mj2R4FG9/27vwla9+A5/7/Oewbv1qzJk/A9W1USxauAgzp83lxOdDLqs3mth4GgTzwIbKoe8wFNODSMS2IZ/agVR8J9wZgqx4Lz3yUdatDgq86IVxdor5zCQvc8L4rL64xT5r/0rpEZGXHhbbqn0x/Mv6QvD6QwQH+nx1lMyjcHi1z8XH+DAKoSZ4Axxgghl4Q8xGl12b8VgeBHJcvE9gpzr0q8U6OilLP81JdjAM13ksgRKCFLXX7P0hCtAxTyCiUBjnnbjhRyGXplHMwMVjIZ1g4KSXGWNbYsyboUAkyMNxEwo0nnqF1c2y9MExTdCqQ6BIq1ishHHiG72qAvvBNuh1dEIV8yObWfbXE9SvjTfB429HMNQGf2gaXDz3RlqAYNQACT02pIgSxLiQTAvssG9st6+QQ4Deq/Yf5eiG5n1E7kGWSaPtJ+9iQ6NY88STqPJ5aOzVz78pmlZmSmCOI2nGV8CotGNfwm2FWH3ST00orz45UJJFpmX7yU3yoASexed8jnwVIBQXxIt95Sud9nyJlFbyq3JVnxRdY1tSbvHsb23UPZ/fZ/ImyAP1u0CQ5fIFsGT5MvItaoCzHjeaT6kcBtn2aiLSucCOSIbM6t0LSWrbS7R/ctFZkLOUFciX2WCcHg17XDHER3dh+xO/govAJjtKXafe5jzUYQIa2UJ/Vt+Ykdzm4dMLB3Ra4v4MUt4cgi4CiXEvfJNPwLzzvkDHpo7yRlvip+7TfskJYuUSICmLaYvkR3pkg50g7LmVJ8Up2AnIS1nPapWZtiPk9iMsJ4/3c54C0gyR7AAdIy+2FEL47lMe3D6WRaaqF8EsHdZ4CzL+cbP5WLZZJMuTo27kmCfPOvzFBCrzATSEclhQkcTbZ0zGArGAdmSgIoxao4P//5B4f6ik8dNYabFCn42RM6SnJtYhcpZ5oPKtTiudHpnL5ghkWCdX922aI0Gqx7ZJdlhlSyaFQ1S/bJ/6J7vrfIJkQVzJRpd44JRj3VO5E4IdJZSB1xtY2rMjZsmo7t6922RS5cqjzmuzsfbi6A0roT9Rc3Oz+UDgsmXLTEMC7haEwvSy00NobqlCmpN0MpFEfV0zTj3tDHrkYQo0Jyh6yi5O1m4if0+RE3iiH8PDu5EeeBJxHvOFPsZrtSZpJg+PQAshTdarXR/smAAMjYO21miTr/quRwwFbxsBih++cDUnoFp4wzXEOxGeV8MTrkTQM539Yfv0q8OprAE0gYoqTmQlQCMDIxJAyGv2Yl2cVzntadpkcr2xRBJPLGOdpM3Az0pMrpI0DDSFNoIHAh4TE2DXtFudUSy7IDDEeNWluIJeVYc+0qU2sP281jcvitkUQSIBUbIbhdguA5C0NB4bI0hMDrMPcVZBL06/YMM+6EvJfgqZvv/jEih0B83GZZcrzubQuywGaNgqkffWwV/RhkjDVNTUTYI/PIv8bDVfDE7nNIo+JDN5pJJ6Xlwkf4cR9ulr1s1sYJU6AT+N3PhAF/Z0rEUo60UgV1Ig82E18YB8Vz+134cRTwuwnwY3nUnzSJ4ojoLj0w8qEv1rfHwcZ/HOGG4G/YyI4qUsUgyjBHoExboE0FjC0/IueG0q0z2P26wiSmHcBHQqU2BK7RMIMys7vKcPWfrpuY7pOymsK5VKm0dx0+fMhj9aaT5TwMIkMabc50pWpqzCSwfVZnk35fr7QtCLoQ0vZhLYkWjl9UYfdULWjrgHhcw4dXIAK//6ZfjG1yIqxyCdpD7lkfEShFDw9GVlD50QfSsr7i19tylcoA5QDtKZCAItCzHtqMtQM2WFsQU0qJS7kNQM+s0pF0GE5DWnZSSSZEkThnRE59ZuKU7XstnGeSOVbEzp0YhejMhDj8ypV2ynt0Cnj3pq9I1t86bjiNMIJWlPhhPAtdv9+GXvKIajPkQp/oU8bYnpkZxRNY7BPKIvUcZNx5LGu5o264wKFz65Yhaac7RtbGfK46fN2Jfw/xOyOn8oZMdU9k7bRAQItN/FOojOMg+mfKvXdoVFciE76pSP54us7Mne2dVGyajssvopAKdg5VXpbbuMnWdexSmorxOCHZESqgJ1TK+X29fQlUkVqVKBG21Mts8CtUG5qakJF198sbknVCngE45UMQ/LChCYZJKIhMKYOmk671cjGaPSRjiZ5DnZuglwknswNLgeYwOP83wb29CPymIPJ5gKpqlCjsqtjbX6kq9e0aS60xhw0vaEOQlXE/hwIq6eBl9lO1zBegQ44VT469hhggU/DQBBjvaiZDiZayeK3mKoFXLRBEK9iyVTiHPCChPsRCojxkgEqWTZfM4YIT0uEcQqZrVBWYCAgxFgOubVW0w6UowMDy15XeVgR/wuCV5J3jgoWjVin/TDpCpCZs788drLSd/LNuqOYI4+QUEMYuyMsnv1/Rw9pjKVa+WGBxlUIUhe682PojtD/qo8AqEsjV+KACdNL5LnOfK8kOtBcmwQidF+Wp1x8pqgs1h6M8vHvuoVWDaCwEhGl6DP5UMm74PHV0E+z0KwbiEaWiaT703I+SrJyyDSvJ/KUtgyBAIc9xxd2mAkilCQSJxtve+2OzFz2lQ8tWE96ie1YnhkGHNmz0HX7i4EfASa/GuobzCPT+WphIIEocyra8mV5FFLtV6PF1U1VYiNx7Bp4yacfc7Z2NWxC2HKWSKZMIrfNqnNlNvUWFqFk+KKeYlUwgB5/dSIvIX29nb09vaaIert6UW0Ikq5DWJkmPJcQYCs33+j8ZCSPfrYo2bDvtoY6yMQZ7re7r047qST0dDcAv2Qo5v8M3jHrbE4PJK8WEWXMkvJ1Q7p3sEYrueTJrIhL9HfyMzpHKIC9VArOwXzthX1vqBvao1j02Pfx+DGvyCscdT3uyijKeq57Jx0XysmKcpSzptEkLaoIsOb6QbUzTsXVcddTDs9A75UF+3lLviqJiOdmkn98NABGacoa++Gl3JYesShsZIMiSQ7CnYyFNlHA/Za9834sg0uF8GOW98C0/2w6ZPcG06HtE07kRleR+eW9tYzH52+VtwWS+HXG7qwuxgxAEls0Ovp6pe+iOyhU6b8HvZx3N2ANPvXmhrGB2e04xVtFXRl0/DKickwr///Lxl7Ljpt52YtROho99iorPLyDqZ8q9eyO7KjymO/jSM60npvy1M/VJfkUPIne6cgUt+sHRTJBsqmK63aZdOrLCu7Kmu/j7EUlNAk4n0FFW4r17nNp4lox44d5q0rAZ8FCxaYt7CUV5RwjRAY0HPP+OGj0hU5SQUDROv0aJCPITV2HzJjPRgd3IF8socT9yjTZak0Wrehp8A+aocJvDlO8jQRnGB9gVZ2sAWBSDM84WMR4MTmCXHi9XJg9QomJyWtixjwUIiYdvgUv49h8izUOq0MoMiBUzwnpzSVc3xw2AAaP737cU5yA3299EqokCqPQChPQJSJx9g+L41KCuERfYdA+1P0lkzpDSXTd/GRdegbLU6yfNOKg1aUjOL7PPDRyBTZZxWkLxMHKFTeaASeKoYKGpZwCG7F6avFAgzalB3wMh0DgaQmfZWtWjmoBqjpqFfQ6ZcRULGbrDeTSSOeiJv9OqFwsPRFab32qk3buREaoWF6nH3IpnqRig0S+/Qhnxnk9aA5asx8NE4aSw+NtvYAkSPsUAUKwWaEqucQGMyBu3Y+vKFWerX1SGWCSOjxmisGb4D9J0vuvXMljll2AoHJdlRWB40QV1RWGnA9f/48PProY+YTB1IuARwPx6OmpsYAbPFNv4MWJADS4yat4Ahgb9++DUctOQotBCFr16wxj5lEbW1tlNP4vrIGCMqbzbeg9u7txiQCofr6evQTsLS0tnD86FUT6O/ZsxtTpkxFnPK9q6MDJ554olntnDZ1qgFZq59cjdNPPwO7du3EkgUL0dXZxbwFtn0BAVC9RvjpsTaPEg6TpHPikVVkGTHposILTU/38yUyZG2fJfke0j45HdJJfcRTSzTEL9TLLGIDd2H9Hd+CK95vXg2QE5Zx+80qkJtAogA5aW4EPT3mzcSqxjPRNvdNCE5ZjAwLSXasgXvrNRhObUSkdTHCk97NMWkggKAzoyVf2gD9BIomBTsBiGTPnXHOUE4F7Tdi+1Ggc+kOEIbQ5tLK+op9tN9bkd77exT7/wxvuBKu6vehEH0HkqEcNvnzuKkziPt6hjCSpHcejBC4EXwRAQrkBOiAeQj6Yi6BpGGsCGTwqVkzMMdHkEdHWJ8vDSc4gcnr/P+IymXoQKT0sg0CArITGlvnqo7mJefYH0z51rZYx1I2SHtrBTBs/v3Jy3MhW47qUV9Uv9rvLF/31Ec5rLLTuicZVhBQ11Fxyuvs735Xdg6W1GGb3xasRjoZKcXQp1W8nGn9VNyMazeSww9guP8BjIxuQGVuIydZPZeuYzq9TxMhuEizwAwnsRwStZWorZlNBs/mRLoUPncrPMEqYwikMEl2TrV59YxaS7V6c0evYedL+zkGWY5en3al6VWlYsjFxpAYGzavmyd270ahL0qgNYTRnn7E+zmpD40jOxpHjoCmmM6Z32jRV6ELFBYP+6WFsqBWYuiy+zno/UGmY7wVqnLy6QvEDlIaJ98K2jCsbwUxK2MZo4VeGZfS4AcoaG7tzREwYx1ugSIeOcub7+zoV5DD0WpUt7cgOK0NaKmHr6EKweZ6hBorybMigmGaS+2x0b6BWJb8T5iNyxWVtcgRSKUDNCY0sKXms49shk+GllWqHdoQWcz1E+RtR258C3KjW5Ae2o7keC88FD7xxLzar8dnzJszP3gYRUVVEzzNJyBYdxJ51YCxOEFPxodUMYutu9ejvimK3FAcs1tmYU9np3lUunzFCsQJXKoIGMaHhszvnTUTrOzlfXkqemSlR1QtjMvwXJ8/EFiZPGUKhpmvvqkJO7dsMd+JclM2+np68OSTT2LRokUGIGhDvIdH5e3ctQvzlizBEIFOmEBI3JcyaeN9G0FNbEz7oYq47+67DYifxDr6e3vRzDpkULr37MGCpUuxcfcuU58A1LTJU8xqkag0wiKN6OGRDI68K7VPSq2+lBuCF4peDG14MdHf2QEphayU+WAnj3SwXEVpDUlfRy72o2v1Ndj5xJ8QcfUacJQu6pth+hmbjPkasYtAwVXRgOiS1yGw8DIUvJXwD3TAteXniK6/jeagD8UgHZkCHb7KM+Fe+Aq4K2dgLNpC/aRDRBmUvNgJzE4G9noi2+WkZMFNeMPJpUD9c4WQdPtocekUDdyM7M7rUTV2C3JVGYx7fLSZnHjp6HiavgqP73UMMVznDeGutd1YO5xCr4+Ah3YrLxuTS0GLNjl3EI3ju/DBxZNxgvYAiS9VUYT0MkKWNtH3Etg5EGnu1RtMAgNy7GQv7Xwju2GBgOhA5SudZMPm1R4ggQvZT7uyI1K6I63/tm3OttpztUn9lC0U4FHb7D3Jt4CYBT1Kq3sm/3MBO+UNscqiBoic9xX8mX7ks330kDdgvHcVsmPbUEwNwU8E5KW3kMo3EhAVzFs07nAF3KEmhCtnc4KeTrNQhZSrnYY9gmAoYlY19BhHv5CrD+DpezD+DAeTM3IhnkRqLI4gveuRvQM8H8cIQUyxg6BmcBCpkVGME8ykhseBFD0MTlZqebEwQiCj/RhsL7tgflSPxkkGR2Bp2F9CmKpDm5zNhlg9m2Bu7ePQ68bqZ2mDrIRD99R3wwXef6ZQPZNPTMRGmMdyvOTQsF5GaK3bGEiWy4L0ITtTB8vWnhazwZj/zN4RphWIUZtcDLqlR2zaf6MBz+qVzeoQvcF6BAiAUEkDUl+D2imTUdtai2BtGOHaCnhDBB6eALLaY+JluTQ4erPL1MOWmQ+ekflmM6/2IeUJXFPac7AD2eRGjPZzXPVILNlPIJVkP9QXH41Yjl6Zh+M5A5HaxQhVzEeqUEvjSW/VGzY8iwbDuP+B+zFp0iTzKKqlpcUo6uOPP27iyB2zcqUJPkfQKVA0b/48s1+mdVKr+UyC+lpTXWMeh+kRlvislZ0Z02eYlUd9F0qrP719vWazsj+gfVBu47EE/AGkCChnz5ptvieljeZ6pLZj5w60t7VjYHAAuWzpebHaJYOix2Ie8kogp33qFOadZRTPTCjEok4ye6AOk1S3VlHVf2vILMC2uvhC0Qtd/4uNrA18mvbpMj0uBup/UQ5QCexoQzEFB4gP4Yk7/w35kfuobXq8VUEZDpgvpLsJDOonn436GWciUD+bDksH3IP3IbP5NkSGt6Lgz4OShyAdCRQJiHkYihyD+hM+inTjMraHTpNs2D5ZsTZ7f/R37SelmC9IwO2hDcrnaSfoILnzaxDbeBWisb/CJYDjpz0nqAlmQ7TtI8hEk0hXnIpw1ZXIhmZhwBPGfQM53NI5jg3xAmIERl4PbRv7GPO48LYqP947owr+7ADGsnR28yFEaffdYTeCvme+6PF/nSYag2cjjascIn0TR7ZPDpeetMgmiRSncbdjf6DyrU7bdHpRSeBCdsc+LhIp3ZHSf1uXLdNeO48WsAl4yRbao0hHpRHg0Vyhdiq96KDATpGTXNG8MZTUlEeuyQPmn5uK406ZDcH0GTjD+qG3aDyuDCfGOA0+Udd4P0b33IzB7k0o5rsR9MbhYQZPjpNcroaTZwTx1vmorWtHpGYqCpE2ghC9ah6mcXfp7WC46S1URKLwe8lgeUMEA/kkPYjhEQwPDSO1rQf9nbsxvqcXYzu7kOoZ4MgkUIzHUcwQjAQIQvjH1nJyIqOYX9d5M2kzbp/X7eIMZVhKduieYbYu9aaNGOj1mTL0mEOTnM414IxhOcqTJ9AooU47WCqLHVepT5MduKfJ1KMWkXhLb22UWsj/Va5eE5eB5E0BLR1Lb6CpHOZkHwxA4j2BAsEhFcZoxhFs5Rj0+XUBKuXgUWnSNDACj55IGB56UJGGWjTPm4VJi2ajfnYbwtOagTC5oyVLt5C8vrRcKoOtYp1pFk9h06NJgiSvexye/AC88R1ID21BrHcb7fceAqLdHIMYAQSBF9Omi5UEV0ehvu1kwD8dI9l6pF1+9PZuRSjow9YN21BbpZ+MSFPBBlBTW0sB0+bfFBoaGtHX30fk7kMoGsSs2TPML6FrX01vbx8WLVpoVnoCvBZJ4WuZX4+kZs+ejV27OtDd3W1+ZX94eMiMlZZ6ZRASiaTxCOQxKF9TU6P5ZIIeye7cucsokpRIgEP5lE6P1vQYTON+/PHHmXIkE5ZLhsjvIwV2ZHBUt4yYjI6pi3JwIB1+vulI1/93OkI6knVMVH45HW59quPpeqSMLM9lHmdKlyUP1FnGaSeeLFQuQyAxugpr/voluNNb4PUFMJKrQ7jxOExeeA5CjUsIAuio9a9BZtPV8I2sgt+dpnMSNPsP/TnaxwzLDceQoV4GZ74B/vnvpyNSiZ7f3o365jaETpiF7CSmoR3UG6k0r2xO2tg+N3WTfglSftl67aWRrad90IsCbHIuR6+5dxBbbroVj67ejIs/8S+omEGnJv47JLb8lnV3mJ+KyBbrqM9RBN0DoLawfWGCnMloqDobxbrXYth3NHZHXbiloxv3bhvHXncVxnx5nIk0PnLCDMySvczFMJqIIT0unQvCVx1GBR0SjYmdZP+v08HIaDnJRspGiLQCI3umcsS3Z8xLpIPVAeUTqWyBHTlYAhICEbZsW+bhkm3TROXpnoKZc/fd11EAT0HtFPBRO0Xqu+zk0/uLDgbskEXGeLtdKaqoJlYK3b44PWrK0Mt3u4ggs25OeHkK+BCjt6Jr622I966FP9+FsD9onJpsloDIR5BTOx3B1tkI1k1GRfhYToJuEL+YDa1ZfbyNbXJr9YSTh78qgJCbShdPI76nH11rNmF0exf2bNiKob29KA6Omr00nnwRYaYrfeyPfdq3+qGVCPVQ9sawkmWXjvpP90tCYON1qhzqn+K9bI8BcTQIenziZLiKyDKdBEAkhpfOSwOjpqg8J5nmkRRvV4K0KmPK5bVRZeXbl1Bv/5jn/LwW6DKkuk1+bRYW9Ci1VZFq975UJRtLNurVVcWVfshTN/RfiUyRWopgG/RDnUUfgRyBRLG+EjMWz0fbUQSjs6aidtoUoJIglfdpAQ1oUj699p0r6QN5pCboLawEkBmik9mHZGIbBgbXINezA+H0IAIgQPaEMFQMwd/IctvPhie6nOAhY96WKxAYeFlukIUFiG31Gfl0srQEK75v3rwVGQp3QxNBUjaNluYWs6lYyq2VGwEOrfwI0Gg8BG60OrRlyxbMmjXLlKO3B7UiozxSEJHu60veyqvVHqXV/iAdlcZ6CAI9UiRrBCzgEOloxuEIk8oV2NGLAiIZGyny81HXRPSPqseS5aeTjmQbJiq/nA63PmcdzrIUb+/paIw0FTWdLaA6N4DuJ69Gz5Y/08FIo3L6KaidfwX8QTofGEa26zbENv0ZNbEdtLOESS6P2f/iYfn6iQX9nEzCk8VYzWS0nvEl2pWlGLlxDbZ85qcELD6Mzwuh9aJFmLLkGIKhGUjV0V64h+Gj3UY6AF+OToV+sbNIIK+XQgoViO3sRv+6Tdi+sQM7b7kNVTv3YKQQxNTXXIqXffmtQOApjHbejPDub9OhYZu0j49arjdDPS46vQL6uUok2dZE5YmonfI6xAh4kqEmPDQM/HJdD7bTUf5xewQLplbAR9YEaIcy8TGMxRPm9+WC4QqEfCWgI/tq7e3/ZTqQjFqZsvKkIDCioHvaW2Nt1uGQlVEBCpWta9keW7bqUlB8OZXL/eGQzW/rs0H23ga1UXZSR92TnRbYMWkP6jGWZ4hCX2NAjnnc4h3lMU1FiqKYiyDtz5hNdf7cOHIDWzDe/QhiPQ8jWNxF0EJpzrYBnMR8DbMQbFwAd2QWXMF2uPLV5nVll4+AKZ1DjsqeSWSpcAQSnHiToyMY2bMHvg17sXPrdvR37WG5A/CkCTxSTEf9DHBS1KqHeiBW6OlP3kPAxFk9q/mb13RUngYQmuzdnJzNkUH5vDQ0YqQAg1Y8BCz0LFlTGa+gb0OQW6XEPApAuKlsbq+ef2vfjF5RL626SABUlovn9jsxJq+TeF9tVToJkbnLNmmwGFHqCO/psYkGrZhjywT8eEP44umgfCT1UY/2BES1IqTX8p39IwYlL4jQeaG26+gM7ASK5H1QRkUJsgQWNKBZelhprVaxjx4KTDoaQHhqC+rmTEUDQ93CWQhPakZFRRDBECf/HHlDnmTIuRwrF0flyXoJ5nz6NlCqH4WhDcgMPIXU0CYKZR8bRODDzoSr5iPQcB4KlcfREFbQoczCz/GLEBTpJyvcNMZsJvFYDk+sfhIdu7pRGanH4MAYhkcGWX9pc5pAzcqVKzF9+nTDX8XpjSmNg74JJXCjvTcyltpsvGvXLrPiow3Q8gi0oqPVGymMDKvKO/bYY01+p7KVk417tjSHQ5INtU9HtUttlBI/X/WV0/NdfjnZfjnpSLZhovLL6XDqc46Lzu219F1jaIGy4nWdS9N+UPfctJfu7AB6OjagproKdS2TCIQIQEZ2ILvtDqR716ASfQjnKJ95jb9eEHDTeZDWJeDTxmf3XKTPuhyuSSch9cAwdn3wJ3APZM3PTQSzY0Y/M6EatH/xXah41UwMdT6EsaduRYSOpidL3fNmEE+Noe3Ct8JbuxCP/OAvuPM/vouKYAB0DRDIcUJxVaInWIMzPvZ2LL3iaIx7OhHcciXSg/eg0sP5IVuJnJezgk/bFQrwJusR8/uQrehFxluLaOhtcFe/lU7VFGwjD7YlCzi9UvuKZI+1X1B7BHN0gFlXlraQls1bLL0NLJ0W2Jce/F8mKzP7I9238mVXNgRGROLRkXKGVL6VW61m6+hcMbE0UXud9R+oPwcim19l2nLtUfcUjC5RbizgUbAA+aDAjs8T48Sl18cprJrC3PTa3dqTQYErhqkkwwQmq9HX8WdkxlfCm6PCFvXjje2oq1+E+NzzUFnRYsCRu0glyLjotfuI4HMEBQVObj644mlkCGQG127D7keeRP+TG5Ho6kFxPM40pZ8msKROubSEsO9cX8nVRC8l0SZoH2dwLbsK1Gh1JLPvC8lmYteRfXAanUyAk7nPi6iecdZUIRgNI1QRRbS+Fp5IBLnpdeZnCbyhIHw8VlRVwkfFD4ZD5pgKlwoWUwV2zKOmfQPybLy1AySgY74ZQ1CT51GARdcaMLMkFyfXx1OI65npyBiysThyDPHhUbMC4RmOMyQQ5z1zP56EW4/vyAPzES+2R9+NKVXK69LZ00d91TThI99obBUENC2PtV9I4Ml8l1Ft5bX4SKiLFMevkuDBt6AV7WcuR/OS5WifPsO8Nm7QpQLTFnPsn75PFMojSWCbpYcaxAiKw52Ib1uP4sBKpHMbkNXjstAs1LVeDG/kFAK0ScjpdRVvlmCGY+TlRE9vceuOLSzWjcpgHXIJF8IVYXTu2WUeV2kFRhvp1FYBFwm79XD0LFv39f0n/fabxkuKUVdXZ/io33vTKo6Aj5Ra+4aUT29yiaxxlcw4x1Z1OeMM7/bdO1KkdsqQWRkzckadKG/L80XPd/nlZGStjI5kGyYqv5wOpz5n+ZJBjZ/iFDRmCpZ07s57ECCoz/sT1A+CWXcdgnQeMvF1SG/7LXzbb0W0EKNCp+mwUD/zIbgKUeaWtaAzRJvs8tA58lQisPjjyCx4PdJ9MXS99UpUPjHE+oNIUX/00oGv4MdITTVmXv0ReBexTX/9NYZu/CGC+uhnOkqHh7bRTTm+/CMIHv0ajN22Hje94wvw0SHNBlJwB9mHFHlDB7i3KopX//jzCJ44Ga6RO+Hu+RaqR26nDami7lYjERpAMJ+GP1GLeJigR30F5w62POuZj0z7GxFtvJDtb+b8EKaTxTsENWSUsd1FlxcZskrf7UrHRgyvNMnq0bN04P8yHUhGre4rneYJyZlshICO3VdzJMgps7KLqkflC3Da+m0oJ6cOTXT/UMjmV5nluql71j5L1zS3q50WnCluQrCjTOqYLcCTCZQ+huWJM97PyU+PivQxt71Ixuihb7kB471bUCQogt8LX810RFpOhq/qWBR9Uwh+KK3eINE5jXOREyrF3ZNJUxl3Y8/2LRh9aADda9ZgcPdu5EdH4KdgB9gvLWe6CARSXs7EJHXVftDNPHra1zk2EnnGFQh6tDqj30ZSuwMcDG1QzVWHUdtYjwqCl2hzPbyVUYTrCGrqa+AmYPE0RAlu9FMJVDZtWiXwKUrZ9z0G8+3jD5vOKf6ZQW3yl8bg8KisDK3cPE1qBruqVpj4ssCRMY/ZCloJiuu1+ATSBD3p8QTHJ4Zs7zAKg+NIjo1jvG/QvHWWHBpFjvfzScKWRBo+ghE9QtOXhylJJR6rv4avrIbnAjxaTROAEgBiCrOqpJuMRiEUgLehEtWLZ6N66WxMXjQdLdMnIV8fpZfHYTJvoJTG0mSjl1jUyg7BcXZ4PWI99yI/+BQK6SGOxwKE2k5HvnI+sunJNIIELCFKjnAUUZz5/o9W9MzeJY4XZcpJh6pkEynPi4lkzMy3hkKlT6RrZef5pHJ+/P9GE43/RDxROpvWnlsnysbnaGid17JNKkvXOprg8dLuaPNlijrlM2+lRgpZjDz2P/Ds+AEqc0nqeJCKl0GBoCgL7cWgUrm05kG7W/RQvxrgnXcyCss/SAeiFiOfvQ5jf70O4Zw+yFeBkaLecGWdBS+Glk7F3D98DIjsQOTbVyKzeRVy+pJ8njpcjBFgpBE//ZWofv1nkO0cw8qP/yf23rUZ9FeRLsZRya6Eki6kaO+Tc1vx8q98HLn2KlQXbkJ290/hy3SZNzpzHr2EwonGGIoa1i1QNoYM42OBdgRa3kRb/HY6RFPgCpQeJ1sy7HJ7aNvdyNARTCfGzQQmflkd0FGg3/JSR8tnXf8zk+3H/kgyZedqvTBhV34FBOXgHSj/gcjyVOVb+VUdAlSyQ86Vo4Ph+eG251BIdanNFvBIBycEO7aTNiBN5dOnywl2tPdD23SLmW4Mdt6F3s77EMruIZZpRU3DclTOPAMFfzuS9Dzy/gD0m08e/Wp3IoegO4L81r3oeHgNNt77JIY3dyDeP4rmJD0OAgx9IFDf0yn6qcxSaI+UGghQnbXvxvgwbLRPiJ4dyaSo+JzsslURRAlcgo01qJ81BZPmzkT99MmoaqbyV1ZyEuYkGQpy0mZ+t9Cwln0JEtgXmiFEqUwaBhMMKzjA6iPvKwSpcIZ4z6YT2aN5wnQEyY6GBTzCdHaI7D1nIwzQ0A3yQjyye314Zu6rT7I1LgIa7d9xEXy6tUGKQCc1NIxY116M7tqDbRs2oW9nFzJDNEbDY0A8jSABatFHMEkjaT4dwMIkEwKVGTYwwwI9erGVXqi+luylhcvQSKcJYvTh6crWRlQvW4yl55+DSYsXoNhQRb4T9rJP5kc1OZ5pGnptgg4VRlnnZiT6b0PvnpUYSWRR07wYdbWnUw6msB16U6+Wk0KIIFb7eVi3mzLAzh/oV8XLZbycyhXxQOn/0SSgI0MjAyMD/3x7tS+2/r8YyMqItQvOaxlWGVQFey1Dq3NNyhov8dQ4j5yczbI6r23IybGiFxHUNzqoxVmXvhBOpy+7CblVv0Vi80p49H2rAOsoZOj8COxwcifYgUvfvalBNnoCas5+N+/PRN8vHkLiC79HhKZLP+UgRyNDGxp2UXOp+6Erzkb1V16LfOJJpL/1adADokbTUyeAyvmG6fjkkWo+FtX/8jWCkyju/Omv0fvNv8g9YftcCNLohdm+bDGDAbZhzskrcMLXP49IrVagr0Fs93+hLtcNb5r2l8qe0gpPmoAsX0GbkUcsEkVk2tvhrX4355JG8iPJdM/8RIdIttqYMVabz/3tUY2C+Gr1wfLx/zJZeSsnrVZrZdryRI/qxRfx6nB4ovqUX0cb9LRBwEryq9Ud1SeZtm17tvpsmueLnG2wQWRB4H4fY9m4Uif1bYigmUh9rlHkMxvRt+NWjHasRIUnjVzLhZg84xgUwnOQyzdw5tVjJwln3HwnJzMcQHbrVtxz3Q3of/BRuHpHhZvobUQ4WQURI8r3cNL0ckrTKqZe4dbvUGnzXZ61RqikSRqB8WwaBe0baa5DVVsz2mZPN5/lr50zHYGmBuTDfuQjAfP4Ra+yc3427dfemn3zfqk/LI8d5ARZug4J/Cgd45RGfdexlIO0jxeWS/Zob6ucwyFhJVOvufobWbAjfXfeVPQzqpRQM8K2mz3cl4nn7JctXbwVIFKUVsXyQmnqNw2tGW+CIFecgjFIxdnTh75tHejcuBW923fSePUgPjAMXzqPkJeTLfPrB0wFotR+jzxTel+CHPlMFj6PPhFAo83ytc8mG3SjYkY75p57MpaedSo8U1sJaj2IUQiZlG3TGyD6No+krB++RCf6t9+NsZ6VCFW2I9LCPKE2guhGgp4m88HFSMAFLz3dUg//BnZKfX4mTSTjTirPc6D0/2gS2JGh0aM5TZwyMM8nvdj6/48mYyfKZELXmkCcR2cQ0LETjIIFPnqcoAnZjpmOCpbHOspxkCYFMjxqJYO6kVJcYQiV6TEUVv0a4zuupc1MUs/00zAEO3oLkmn0VeZcaBICpxC01J2AwuPDeOR9V2HK3gL1NYy0lw6Bcdj88BXHqeY5NPz7WxG97ARkqWOjP/saHY+98OeYhmBnPDwMP22wx7MUkfd+G2hrxbo1a7D9LZ/C2HAGeoOWRpZ2lc5OJg5/IGT2Wi74xntxzCUXoxjdiqHd70Z1933wjbXSkQlgpHYHKseraHdk26fC3fImuCe9ln2cxPLG4HexD+4mo8uWZI/JQNoD8nSfTRM/Nalro77OxVfx1066Ist/3f9nJisfliRbTlJ/FafJXG9gCfTo0ZJ+3kl8Uf/LyzgUsvyzvFRdAvD2ba9yx+tA9b0Q4yFQJqAj2gd2xEQpnxTCkpRZ6x45ggZOjLzlcaeR6n0Cg5v+QE++C9WTTkS07my4quZT6VxICKDQzw8X3Ij1xTC0ZhMGH3wEm+5bh2TPXk5HhC55TmpUUHklkEfPegv6To0mYV5pMtabSf5A0HwVubWtHZjXjKZZ01E9uQW1UyfB31iDYmWY+dlMFmNWamR8LKNlSFgaRb40SAwGyDCNMTLmj1VZ1eKFxsEMKtOYY+nO06TyVYYdTDOw/DMDqGUKJ5UKM/cUjNKa6FKpzyhfcfuUtJz29cbkK7W3FGfKceTRSo69b2hf3ToaIhozz78Z9Kq0SWfbx1O9DaaU6qM2JpuSlF2xTFPQKtBYAuM9fRjo2IPhjm6M7NiNgS27MNrdB99wjJ6eKZX2iHlYtjFPrCtNQXP7KT+50vdWC1l6lhVhBOZOxZRTjkb9KceidsFk+AmG/AV6dgXmUxlqQnEEvngH63gAIyObEKqZhGj9cYilZ8PlbYU3RHgUHkOQHqEHIVO/kwzfLA/+CUntl7xq0tRSrMZHS9TOifL5oiNdvu2LNTw6P5Kk8svJ2Yfy++X9K7+va2NTHPE6t4+o7D2VY9PYoxOM6r5zJWd/pJVZ3dVeQxoyOhFFZBXHoMfkrmQvEjvvR37rDxEdeRyuPB2D/GRk/SEkAjH4jr0M7qnv5P0iej/xE2RWb2E+gqwcnUPqnMBOSm9ZFmPIRrxo+/XH4D+uHdk7f4PsdT9g/aO0ERGmdWMwoo8GZlGTaoD78ivhXn46hsfyuO+ydyG1vhv+lBvjIQ+SBC4VOSBknj4xX2MQZ//o02g4fhEi8TvgWv9FuBNddHQKyEQGEM+2U89no6LmVXRKXw5XhI6LvwBPgc40Paeivn5vuFAic2Z4ui+WzBAPNeFqgtdR4yHeapK3gEfBjs2LiSQzIrVLwcqLJRun9kvn9QKF9hmuWLHCxE+UXv23K106FwCRjXiufS+vo5wEqOxjIdUlWRffRcr7bPUeqOwjSbYutefpYMCOXjssrduYyNKgaHlUDyuycOWqEaSSjOz5X3R3/hZNU49Hdct7kHVPRj4YQ58riDAnu+qMByMdg+j641+x/ua7kdozYPaC5Khc+smEQirLKcltvt/gIUAp/ZQDQUS8gHzYB09TDeqXzkErJ8HqpXMRndyAUHUFPGmCGcEiLU3IhvCorhjwohUMRqvd6qDKk/A7yWmYJBB2cA6WlEcCaIVVZOvT0Ro2S4q3Svg3fpYMvM5tO3Rtyykvw0nO9ttwKKS8Cvbc1mvJ3lechPjv+KO8pX8mXUGPwfI0Kqk8cr3DGOjtxs6nnsSGhx/DwI4ueAbjCCfzqHEHEC3SKPpcZhO0Nl+bDy6yoABBVTaZpofqRuOMKWh940Vou+hE+JprkcmnUOPSx9QoO17yLzdIj3QHurc/br6m3NJ6ElKZybSPPoKdHIFxAAFfacOi7afIef7PSGq/xso+J1f/ZGCeiwwcKh3p8iXDCuqDjs8m78+FJhrrchkXOXlXnkfX0ksdFdTO8muRLUPB6pIzOIGNva/8Tiq/Ftk8or+7X8jQ/hGEDO5E4snfw91xI/yuJEa8NQgsegWCC64gIGrAxk//FIXrHqdjETLbAKRrNSm2n2Any/YLWOSm16P9L59HrjEF169/gPwTf0Cafy5XJaIELiOhrNlTU5VgP856KwKXvouzQQRPfOw/sOE3N6OOutnn5yRLByVKnBLi9JGmyW0c82Hnsgq88er/RKg2CPfwrRjadhVtQBeCySlITD0LkapTkc0tQ87TCn815xs320BnGvohYE8JCO+PxBPLS42FwI5WPDVGAjta4ZF8if/i+0Q8fqFJ7Vd77dHOVeqPznWU/VW/zj33XPMihd4i1Rfiy3VG11rtVVrZbV3LPig8l74rj4LaoaPa56xTbVY9skWq1z7GsukVnDJcTrr/QpLns5/97JVaaWFX+OecnDUpq/FFeIsD6Nv+R7hGu9A25w3wNb0CI4FWCiyT/T/23gPQrqrY//+efvtNv0lITwgBQggdQu9dEBEUQQHBgqAoNkQBn2IXBRXFhhRBQEBA6b1Lr0mAhPSe3F5O3//5rHMnHu8LTcHfe+/P3KzstsqsWTOzZmatvU++ViNeadXiOx/XIz/5vZ686Aote/Q5s6JyZpMYY5rA1eeNgOa68Apzb6ysTnPgs4NrVL/peE3ZZ2c1n3KYtvjcRzXzUx/SxPfvreFm8DSOGqpYTUZl43+MnDi/70JUIsiv4WV/IQpjqHMNOMMMJDgDVH1vINO8FUCwKFehzT+Aege254PKfS/HOfc5dybye5739YBn9MGFwe+9VaANx8P7wNGBurjneA18jn0SSGy3itZsCQPEUlRrfRhqwjV+hMbsOENbvW8/bXXofpq65yy1bDFVpSH1WmNKsaOjS+mevBJmJNWyvwfr1HBiLb9g9XTZ82V3PaYlN9+v9qfnKpVIK91oAsteK8sXletV0mg1DB+jBrvf1b7GjCUzmEumMPKGBz8wSH2GN32tpunbodP/VEC5MH4ergfe7X690/UzNi+99JJOP/300Ad+8+zdhg31wfmDVM0vJGiM54ockLj2cwfkAvyZVD0hl36fxPm/Qr83KhPxbSrTz/na8UqO2UXxoaPVbjo22bKlmmZ8WrH8SK383V1qv/ohTWxNqinPzkqpNx2pJ1NWrzkb9YVIGfNhS9tPUuMxs5ToW634bX9VX+8CFTOm58PmZNN1bAGwlOBTEnEzprbfzYyStOIdfXr5nkdVX46bMWRjGjf3uF83ZI0t03YeX9eutsVzNWWn/RUbNF3ldI9y8Xplxn9Tmab9jZenKFtuMdlPKMWvYcRtnjDa82HU9ZH5NwHoBI1dH/o4co9z4F8dg3cTnM/AjW9//f3vfw9Gw4gRI8Jz7xf8hqxjxPz1r38Ny1K77757yFMN1IUjRD5ogcHHshLn/wo4vZyGA+nHNc/ADzlxvic5/E+jOQCdgPXGjpHZLitI0yHu8cZLqVRQ67JfK9UwRbWbHGVMPVPxsnnS+aIalqzVE1fcoNvPuVBzb7pTWtetqKtXdebN15iB01CIqT4Xqd0s9m6WykY2B+Nm99M+pt0+e7w2Pf4IDd9rew3Zgu/vDAo/bBlPm7ES2jWmCFgR3gxohchAWEqyv96eHl1yySXabLPNwiDzvZTrr79eM2cafkZ8HxSI/9BDD4VzNm65gDgBOFb6W5kYyUd5v+913XjjjeEX3T1EyEfprrzyyvANFsDL+GBTBvjud78bvvOCZe7tEAYE5zvuuEMPPvhgeBWadgHHywFh+PWvf60//vGP4Qcyp0+fvt47dvwo6+25UeO4cOSDexdffLF22WWX9Yaf4+lGFHDRRRcFwRo+fPj6PDznm0LWQqB/rJ9+9jBwC0uIgXNA2+7xin7TmJEaseU0TdpvV8044gBNP3gPNW0+SeuifPjtqnx3n5Lsd7e6MIYT5UhN/OhhR4+6Xl6kubfdr3kPPB7eKCNqU6qvUVTDPiHW55tUVz9KieSgEPa22cVwq+yXoO8AffZxdBp4f/+3gPMBRw8b8waEGzvvNNAOyfmd4zsJ1PejH/1If/jDH3TIIYeE3ynzPjI2TzzxROAHvFLAeZgEPhx5zriSn3sDx5RrT37tbVTX5bzCkfr8ulqOvD1kzfcluJHDkWck57Hqdh02dO+N4A3zGu/zllbQ1AnDoXms6ifOUu3I7RSlh6n1lqe15vvXq7kTh88mStOZeXMqU8WShvaZrFl/jGqmRK2qD+2sxp3GKVoxV6U7b1Ep0SZ+ZaKmUKk/MmGOm6yyl68vm1HNVjso2cAnQ4qac/fDSrb1Vow6c16a+JBs3iTQUO/MSMNKea2avUptUYMZPJurtnmC6gfvrWzDNMWKQ5Qr8VaujZ1ZSUlzhMKqt80XvKVJHW8HoL3zqY8bRz/3Z9CV8Xw7YwE47zgMLO/85Lzq7XDtfOrX8JjzLzz0wQ9+UN/5znfC3HTooYeuX54mP/kwJsaOHatrr702RHZOPPHE8Jw6aZM6yIuhg8GD3Hhki3yOX/U5aUN9IA91ghvpl7/8ZYgobbXVViG/98OBPLTpdbksDAT6DD7k9zYAzrm3oTLvJvxDo/XToLrzKIDunm4Na56phpE7qyM2SOVMSTU9nXr1kpt16bFf0XMXXqqSEXxwnQ1WV1aD2QRXsE4lE1oTy6mvpUHDjtpTH7jwGzr5T7/Q3t/9skbts4MS44aZdFlnUzEziqR689Jry7Hwxg+eAr8FxYfw8ia0QQCNsEy6RnpDOia+ZfP0009bDyqDD654jgyAKy5nLtY8+V0krslL8gHknDycM4Cu+LgPcE7eI444IhhLPCc/3vbjjz8eaEUe7lMGJnWrF8AoYjMdZTwvm0zJz9d++TkC8tO+t0viOfd//vOfa+LEifrpT38ajK0f/OAHoV7q975yJFGGNijn9ZBonx/CdBzIyznPYEb6Tft8QZi8POcZhhbHYmRCYG3yo5qRlWNJkrey+CZPkgd2LJvRQ6jcGjDkjJmSljjWmoEyZYw2/vBBOuri7+qEK3+qPc49VU27bKEOU7Ds4akp8WppQTnjh2JtKnifsbnL9dTPrtLt37hAz/3xz1rw94dVXNutfK8Zm4kWcyOHmQE+JESAEumKgNN/cOZIgjb0C+Do5/+bAJwZA4BxqT6+kwD9XD44f6cBg+2BBx4I3zTyPQj0gyO/W7bffvvp5JNPDnkDz9n4eT/Bh8R97sG7Ll+A5/Px9SP5vS7nBxLywdFlgPyOD5O4J4wc95aRE9r0yYREflL19VsFL1udqmHgMz68iQNaa3oybSlSvRkzw1WuM1kwg6O8ulU98bza00V1WMqnLL/1ibcpeesxiexbqUJDrZq2nGJ9McFdvlilYqc1Fpkso1WNHjb0OC4pK2vUUyLXa07sSsOooLrxI5U2p5QPh8ZMx9damYQZOimT+yTjYcZYq3oVbxmnhuEtprt7rYZx5rFNtfZt0uPzJSmrL9VljfTYQJlBELHRms20b85zA2nCmDEmjA8TPcA9xhY94HrQ779dGNjeQPD2ac+vnd9mz54dDAa/B99wzrG6vhdeeEHnnHNOqMd5Hr4kH04yDipzBEYRPEYdJPLSP/LCq/SfOijvbXLuuPn9aqAsdbrO9/I44cwzPi84DQHndYD7/oxyAwGcqucT6qJfnIMz1zzz9G6B1/+PyA57X/ptH5ChP8lUQqm0MXJxU5tgSupdt0ivXn2XbjvvEi3+69/U1NWn+vyQ8BZVMm+dMeIV61Jq3GKyRh2+u7Y+/Vht/YWPadP376uGaRNVbK4NryOHt6MiQ8DoxG828UPlJmmGQwUDus1GPYSOb7qAC+fhmR1tuMMm5tvuuF377r+fMsbsfEgO42fy5Mn68pe/HMKEhAD5SYDbb789XP/lL3/RrFmzdPnllwcB+dvf/ha+tktCCT/zzDP62c9+Fn4igHPqow5+G4ko0oQJE4Kl/cgjj4QyCBTrqkRN5s6dq9tuuy1ERmAS6mGDGW0fdthhgXFhLur88Y9/rMWLF+vee+8Nhg/RKOogcgNT8/VfLHXwuPnmm3XqqaeGsnz5F6MNJvrNb34TBOWuu+4Ka6fURb/Y0EZfb7nllmCMgRd4X3rppWFc77nnntAmdYAjAkkdm266aYgygTOJ/hM1o95bb7s19Lnd6p5q9GW/Vdh03S87fIAsvDrbz1Sozcr4VlIc5Uz4nEEcOTjsx9r4kD21zWH7aciWU5UbXKfOck5dbR2VDytmkiFMXhNLqm5xu1pfnK0V815VqQ1j0Dxc459kg6nxfiMnZZ4u7SI80Amhpa8ohGrh5PhuCtU7DeDqSo0+uUJ7N6CabrT7TtOJH2q94IIL9P73v18f/ehHwz1vgwgpsnjCCScE+XRgPDGEPvGJT4S88CjgStnLk8+TX0M3T/SNRN88AdQDT/gRReyGjt/zRFvV5/9psGnL5MomQyIgdhVHZ9s99sDFk7WqnT5ZYw7eQbUTNwp6Kd7eq6Id+2IltdVhxuRVZ3LbOWKIWj6xv2KDzfi7/3YVVrxkTqRNiEaTRGTjHzMv3YyQVMRXks0YKdUqGjVZ6SmTFM80avkDT6t33rJAg6wpcPbUtWUi5ccM1rTt9tZWnz5Eu3/tExqz6xYq2vxRMkMInZ0qoiNyNg59ZtwYP1s76US9HfujSbT1NunKODMejBXJx9/H3ceMZ8DbrR8+cb4iDSxP3byGjZ5dsWJF+No6eYi2wOdE4zHg4Sf4z3kH3H7/+9+HeeLjH/94OEfGWarieXUiyo5e5w0ookHeZwD8MGa4Zr6gn5RxOnCfn75hZYA5bODGZc5ZESGyxNzIvMMHVJGz3/72t6H8rrvuur5OrxcAX+6Th/5xHEgjrt24w7FndeS6664LkaqRI0eGbwFV53+3oUK1AeCdgJgcW2tX66kr79cdB/xAS75+mQbPWal0eZw6k03qaVwavqVTNGbf5LNH6+Abf6bDbvipZp15osbvsnX4eF8yb0aNeQIZ0zFpq4+5kIgMy1VRwiYo40X2//AqM54FdhfZkiS7D6syT4aXxixxDBOq4cktHwQG3nelf/KTnwzMw6SPIcQyEpEfnjNxYxQ899xzwaPceeedw8QPw+62225BGf/pT38KhsXRRx8d6MBSEMYIRsCnPvWpcJ92YFjKUw5aYfD87ne/CwYOoUfC9eQDN46/+MUvggCgwAnnw6B//vOfw9d/qQNDBIaASXy5ywUFACfa5Dec9thjjzBWTCR89XfvvffWhz/84VAX7ROGZNmAuuj/cccdp4985CP61a9+FQSR5+A4Y8aMYFSBy7777hv6xyQDU4LLJ048Sad98hRdc/kV6unqFt82Ypz4OY5c/xJjjRkzaXMWMU4ZDQxYonK5lNRlTldHjeXHcDZ8U2XzJDPmOU8eqYkf2EP7fPd0HXulTYS/+Y5mHrSnRkc1GtFWVHPOnM9BxiPZtIY90qtHL7xOt150sZ6+/2Y9+cStWrtmnpKGCLuA3AtnqccFjHFDKEkoGMaAY7XQ/k8FVwIug65QgHdDQcBTLDPxi+/vRv04C/QF/nOlyBHevuqqq0L/mCC4Tz85wo/wH7yJvDKugONHeep0+SIx1hyZ8OmTy523SR0YjUwO8Ao8Q9vwD0efMMChmt7VbXr6T0K8kLFUo85Uj9rTnSHSE+82YyFXr07Tob11BcU2blbzCbM05crPa/SNX9OQ8z6uwbturTGmp4f3mkz2mac+brjiLU0q9/SpvMx0d8YMwbIZNyX6Y5N7xZs0HWt8l0ZWi+pYON9u8SPQMU2Zukl4SaDXzKfkRsM05dA9tP/3v6qTrv2VdrvgVNV+6ECtGddldeRV28YX9teaMfSc6QBzTMJXn9OmI8xoL9uz/rcvw4swycpvvv0r4OPjER6OjB2yjr5Hj8IDbxfgleo0EKgTHXnwwQcHpxdHGB7C4UU/Y0jwHB6FrxzAi7LgSASF6A2yh9HjfeE55XbcccewVeLOO+8MP3BM/fD1k08+qTPOOCM4qBgxzrvU6fxJeZxVIqoYFwOBdlgqw8DB4T3ggAN05plnhvmA+e38888PxpLLhAPX0KNaFkgDwe9hqGFQnXbaaSF4wNYO5liiPv9JCNKcg1AsIfXxPZ1iCIV2YmR0lvXKlY/osYO/rZe++XO7XqVibUwdsT71pdYos1GdZh7+Ye1w2X/pw7f8Rjt84QQNnTrezHgjRNyYw+rli8rxWmsmYylVUWIIjZOOV5X5lBSJ3QgV9WJABk8AD+AXq9ZYJVhCweApVKx4lBsKDCZxZkeZ0Z4PBhEULFisXJQgggBDYigce+yxoQzCAuCFzp8/PzAhRhH1YMU7UxFNoR0MJIwVjAP/4cnVq1cHgwOA8SkLc4AbgocHwDmGDfXxQSiUOczMZjWMGJ6zbAZjA9SBIgcfIj60Ce5Y47TJc18eg6HwNsAPz4A6YGjwpn9cE/0BN4B2YEj6T/vQCtotWLAgnPPL6Pz+V7q+Ttl8LvSF4WC8oBZGKeNSsUrBtXLKmPK80cZpsFmwtfaAiFDcPL64FWLs+XFVNp6Xh9Rq9J5ba4cLv6y9Hvytpv/2LDUetrMGNQxSIVbQ6nS7WsoFDXl0vlae82d1XnCPlt/wuGY//qhWLllslpVNnNbfQr1ZVWZIDTJvt8ms52TOfNpsZeKDRwZOfgD0+58G4AZe4MmRsSMB3PM+8GxD+PPszZLnoy3W6VF0GMDwH9FH/1FVNxBph2tvszoNBL9HOfgUhYvhj/IGGAf4jXA/E8Kee+4ZorDgQhn6inwSUkfWmFC478qc+sGLcSVx7oYtdQPwNMaby63LLkfqoS1P1Eny84HPgOp7pP8kRCnDzwSusVyrQWU8dOOFRntQazomiqneJC0KnxdPqJwsq2bqIA3/6FYafcVJyjx+pkq3nqnoF5/SoBO3NV3fp6irU4uGDlHn0CkqpfjdqmHqMKMoG0+rt6ZBHU0T1JPZTB1jNlFNIqn8q0tVsumh+dBZmvbbM7X3zT/T4Tf/Ujv84msadfRe6hvdrKgu0rDIHJPSREUmg6XBZhBFwzWkNMPwM36NWzIFUTJdUOI8ZeNkuELLePjpi7cHlPNx8/FEN6HjMGIZa2QePiLBJ+R1nuV8oBxxTXr44YfD5IwRs88++wTDAke3uhxtIi/oYOrGSUQ/84xtD/DkTTfdFHClDMAz7oMPuFLu85//fMD3S1/6Uth3Sh4H+oBjTH7yHX744UGOkBccVvK7XgC8DwD4sdKBTsepZYWAKBF1kQ8Ah2984xsaPHhw2C4BvgQJ2EfKHMC+ImQKoA/UCYQ5wM6ddoDLBPe8v9yDltCOrRiPPfZYMMDYHwodeO7y+u8CL8/wO5A0zSpt2GKBEU8bcTjPoIY9Ngm7UWNMaOw4pGCe8dOv6S9f+I7u+7pNrq8tUCaZVolPdpvBMnzrTXX0Befq2Bt+pannfVqbztpeSX4N2zz38MYUlfbDu6ESIDJpyy23DMYLk/8NN9wQohIoMgabBCE5OvHZK0BkBaOHH39cu3ZtYIZFixYFg4ayCAdhyO9///uB0Rl4jCHq4XeTsEY94oES5feUYB6eEabD0CG6greKksfwgBnBBSGESZlUsJjBnbaYXFhu2nbbbYMFj+FD/2BAokYXXnhhmHiIyGyzzTYBX+pkWYs2wQGhoQyMyf4cvAHWeukXjIlxRDnwJpr1vve9L9AMGlxxxRWBJkwO11xzTVjGgqZY+jA8jMqkA1MTIXJGfqeAqF2KTYplUyLGkTUtgzXloN3MYzxTx1/3S+38NRP2zUZpbZ0Z5uaF1mYjdTw7T3f99BIt+sv9ap8zXw8++qDaWtepxhQpy19sfC6bN5mrsxSrRHgYJ4xNxpjxHCik/9MAOoMnY12t0LjvysZx5/h2UjXAs8gFPIFiQq7OPvtsfe1rXwt5aQvF5Hhwz2WwGq9qIA9lAJaoiIwiF/AT5TDEfTJgTIhE0g5jQlmOGNtPPfVUULw4D+SDR31TJuNIHV7GacJY/9d//VeYiOgLsn788ccHp4LnAO07H3OkPH2B3uRx3vhfBVViGfpkzkRkQ13f1KCh20zUiA9uq+GH7qTuRqPzRhO1yQlf1MTPfV9Dv/JLtZzxU43+4o/VYmn4GT/SsM9/Txt9+Uca+fnz1PjRz6qw0abqLfSpbuhgbbfrLI2btrFqm5vWf8PMCNbf8usDdGWMfJzeaaBexhE968nH2fmFiZU8ROnZiuA8Rx5wYg5AZx944IFhq4DzGs4A8wH6Gf5yHoGfuQ/v0N5Xv/rVwHtEdoim3HrrraFd5zHKwWMkZALH+8gjj1xvgLAigUHg+bnHCgBbCnAY2LrwgQ98IOhzNvUjt8gA+UngQR8oyx7Mo446Kuh5AHk65ZRT9KEPfSj0yetH9x9zzDFBDzBvgTeGGzix/YEVEacPwNFp7f3xujBkmKs4d4AWRJ+++c1vhrmOFYgddtghBAd++MMfBnzpA3X8O8DKQo3ZTdTCigNvCEZJw7FYVsasoMqeHetDtswn/BOqzcW0+p6ndNPXfqg+m1CGmodsPVV3oqxBM6dqny+erC1PPU7p6RNUqLVJxTx0vpWCkVNkeYNBMgLQoKd3GiAKxGfiZ0Dvv//+YJQQDoTIGAkYH+QjasHgEa4jUQ6CY+2yP4DlKjb+ssSDILC/hR+ApG72ErDXBuYAqHOvvfYKBgYDhXGCgcVg8xohChvvFIMGxcxyGeusvGZL1IV8MBYRFZaeKE/IEG8XPFH8GCLg5cwDkyNwhPLBibrd6ELwiEjRL4w28GbvEUqeuug3gkhUB8OI0Cf9BifKoAjoC8sHMB9rqDAlfWGpjQkGXDB0WAr8yle+EpgccMZ/J4AfCkVRo5wxdoJBzvJm0nipuU7Dp2+smXvsrJaRo7Ry0RJ1mJFZMMO7IZnRuhfna+3KNZq4+TStWrLMhNgUcmODUrU15jna5MVGaTOikvAo9fYrGoA++OT9Pw18/FGsrkg5wr8Ayor9YIw5z+gLZTwB1dcDE+DKkSUmDO9vf/vbgRfhQeomsolckIdxh27wHcqMKCoAjjxzvBy49jJf//rXQwSUkD2RRp5RjmdMDBjrRJL893y4z/O77747GN8sfYEXfUYpAvTB+0w7KEynE3V973vfC4Y5EwnRHXifKBIGF/low/GjHhQ7Rj0RTyJJTGJOp/9N4BgHQ8eOvEFpRFXMZKkcL4gf9jWzIOz9icfrVE42qlw7TGoeqah5tKL6kSo3jlSsocVmjiHmEderoBp1mwOcL7DhuKx6dJnVzgdKzUww57mklDnDfCbizcD5xMftHdUjVrfzD7qco0f7nd8Ye3QZepH9iyynUAZcyAN/EUnBGcXAYSnnYx/7WNCvLFMRMSdKAp+Rn37QFkbC5z73ueCooquZB7jPHEB+9Lv3HX2OzPn2CowXdCvzAboWZ5V76Gfnc6Iu6GSWgJhz0PMuL/QRvOmDt0E/iZ5gfGCwEJmiHxhezGsYWbzZS93Qhe0RGHfI509+8pNQF0tb9IEyLEOBiyf6jm7y/pP3s5/9bJBx+oSTDk7UjzwxZ7EfFSOTNugrNMT5Zg70VRHq+1cB/oOb2F7Bthh4NB1WrCK1Pvty5aOCvHbINxK6Fq7Wc7+6RstuvE+Z3qJ6+bXHEU3aeLcdtPnBe2nI9puppz4RPm2ON14b2eSUMyOJpQO77lehYWJhXwf36GzZiEknGIhqYnGE0CgqAOIwSA4+cA5OCIjrQsLR6+VIvf7Mz0mUoW7PS7sc/bkPjLfhz72M5wG4x0A73p6HMoDXUd1OdR0cHY/qcy/DdfVzrxfgGuAe5+ABY4ID9zgCXgdAPUwULvhce3vk8Ta8bm/baUaCltyvPvc6/Bo8qMeFjuccq6G6nEP4+Q6DYtlwAweem7IOJrPl59fr2bjMdz1iHT1a/ODTeuX6O7X8sedVky2pz/gxGtqorY86SI3bbKKVdWWN3WSK6mvrNKjGFLrRnBbA0ydMzpnQUCgInePluA3E+/8FQH+MZseR8XE8MdLZ0IvxiiJyg8Bp7nkBvx4I0IAIHgY8S6tEYCjPfRwHQusYPRwBxvbcc88NkUYMatrDGMZzw2Fw+pEcmDQwmFDMTAjU5bjhMaL0cD4Ix3vbJHgIbxMliuFOhMb7g9w5z1OG+rxd8MWYZ/8bYX4cH6KXhP99Qz/4uq5h4iFiyp49PG2AMiyb4YniMHjdJHDDIKIsShtcuOe4AZ6veryqgWvu+zMvW52v+hnH6nPqBqrzA9XXASc78tYq5SIzSJCnWNn+j9DP9tT+xVKxsC3AnphOt2f9Djn6G4OJv3yupN6+nLpiXWqsM0MwnTEH12hfyRqiR8H4WX+nAt4vAFrAz4Ab8IwhwPmGoIJ3hXer++z3AD/nSL3wJhMoL15QLxtsv/jFLwZ+9Tzw4EEHHRQi9DidTPo8A+BXnFOWijCG0BGu04iKYKRgFMCbAG0Q+SeSjoFz2WWX6dOf/nRwwDEoeBsXnDCgqIN+kB+8uOY5ffJ+nXfeecHoZkkLPuU+/fO5BwAfIpyUh6ZEb+B3nBWuyU85opnwO9Fa5BugHgw9+knU350W2sYpwTDCQMK4I3LEshyyTQSGvOSjbupBrnAsiF5h5OGI41yw7OcRXPJzpN/QHnkDbxx+Vh6QffqJPvMxeD14vefgE8Ce20xRcXAta8pI1jZ3iZ696mYtvOMhIpAxZYyZl9/7lK79+Ff02pW3Kpktqq0xoSknvk8f+tMFmv6Tzyuzz1YqNWXUuniZTj74A/rRV76h875xrn7721+rL5+rhDKtMfMZKsaNNUbdueI/1uMYJO7RcY5EJmBMwmvOzH6EQIB3hDesyA+gYLhPglkJHfrEDLhQcU0eiAzjwvQMKK9zUwfKncnE8fK2uAa4dgKDF/WRGGgUNcs93Oca65dBpAztc/QyHFlCQuGiQJkwWCdFiZPPmZm2OALOKI6bA3WRAASadVy/R1uUqc5PPe7Z8szrdAYEODoOHL3/nPu1100e7xuAp8OyHOPjHoGHSD0v9OdIeerjnIkPmlFPydDNGXcmbUwu+c1v9fiDDyvBhyiNL/keT96eZ1OmHA2H2NAmjXr/ntrld+fqsKt+orG7mIfQXdDQtTk9eMFleu6KmzUxqlOir6DHHnhQi2e/Ykq+4vGj5BAyxh48wBOPHjxI4Fndd8fZ+/qfBNp0XoD24OPjxJt8KEMUHJERFCtLjkTpyAPe1XxDmYFA3YwVG9hZbkUuyE9bhPfZP8aEgKEFUC8KDcPAN+QjU0Q9UfREWClPW7RNfmhHBBFlyHhTF/egNTJy9dVXhyNywTNwYkzAi5A9vEV5oo4oTxIKl3EkP/lI4Ox99rdckC/GGjyIUGL4oPSZxGiTcuSnPyzXkQd5pF2WDVjaxRP2vM4H4MjkgvFFXurgHsttvELsugx8nB7V154A6vQj96jLk9PRx97z0hbX5Hcak9C/fk7C1KEEZj6Jt6zyMd5yNAcpaTgnCyrWmDEd67Z7fcrzplTK2k7b2KVNbjNWQyKvXNStbNRu172qT9cok0qLtzHD7w9aN0jAQENnQ+C0AD/6xjm0pS/I3oaAMhgLGAfoTuhBOQenG0e2HqCLAIxXHACPfsO76ADKs/0AHmZZk/HiHuD4oR/IS53gCo48480p6I9B7WVoG+OYlQWMFIwQIicYFBgy1MWyWBiT/r7DU9Tjesjr4R7Lx0Qz3XEhwc9EP72fzFkAckDECMMEI4zoqeMMYOARPUJfcA+c6RcRIgx29AZ9Ay/wYI8SURgMLvKxfMwSGEtltEXdDpwjj+xVpX76iMywukE0CyOLOr1/HFkmYxxZqqOPRIKYmzCOgOr63y5Qlo8Ps3+0Lmv8sbxTz/z6z7r6pC9pwZ9uUfOqbmHdRg9+79fRhdt/ILpo1J7Rr8btG111xGnR0gefjsq9uaicz0etRqluc79tkKIlc+dHZ51yut0vRfliIeotl6N8qRhl87nwvFS0+9nKeU82G3UVcpENVmSTSmQMHRlhIxu0cG7eXGRKKDrppJOinp6eyJRgONqghzzk9TJmLUe33XZbeEY+r+eOO+6IPvOZz4T2yMtzklmQhnUU2jYLMuThnEiWGRuRKeD19ZDf6/P6OedIndTt9Xp+6iKPt0tef+54cO5lzauMzjrrrPVlvT1vE6Bc9T2/9rZIXifJhCkkz0ff/BlAXhJ1ebteD4l7nqe6Xu7zHPCyJH/uz2jvU5/6VGSeSih/6qmnRg899ND6ur0uoJpe0IrEvXAO/9izktXxywt/Fj1674NRKWd5+2x8SoZb1vAxfmu158utfA919lmlnUb77lz0/NW3Rn+YdVz0y8kHRT8ds3d05aGfibqfWRDNefLZwB933HlHZEIV2oYP29vbI1N+4Z4pkciEMPTBlN96Pqzur/fjP5nAATxNWQWcHQ/G+gtf+EJkSiqyyTZcm2ES2cQe2SS8nvYDE/erE/fos03+kRkuoW7Gg/6///3vD/XNnTt3PV+Q37zWyBRmdPPNN4c6oBfj/YMf/CDgAZ7cd370th1vZBKe4Uj/zj///GjWrFmhHZuAQnnGhaN5qZEpsMgU4z+NB0fvQ3UCT3A3xR+NGjUqMmUe7lPGn4ODl6dO8J8wYUI0dOjQyCaq8Jz84LDNNttEpsyjV1999Z/kxiaUaNKkSZEp78i89VAPdZvnywwT2QQSrmmHZ/SF47XXXhuZYRjZBBQdc8wxkXmy6595HV6Go+MKcPR+OG3JxzmJsgWOpnsdT3Myo95C3uTKZKtcinoKxajX7nfb/c5yPuoo90W9Uc70tx0LvVGfJcPE/kyXRSaj5ULUleu2ct3RqtaV0Yq1y6Pezq5KG5Z8LDyVrP7qaxJ5PIET/HrppZcGXch404dnn3022myzzaJvfetbGyxP/8yYDvze0tISmXES7nm9oe92ZIzg5REjRkTmWK6njxlI0U9/+tMwpuRDppB3Mw7CGJqRv74dysCbtGNGdsjHGDk+5twGPA488MD17ft40S9kg3qpC9mCt2kDnNAz3g7n5hhGZsyHst4f77P3yQynICNTpkyJhg8fHup78MEHo1WrVgX+pi+UZS6jHXDwepAF5vbGxsagF+gHNOKZOTiRGVqRGTJhXChDPziHTxkf7vlc7HVydFypC5qaYROZYRTm8LvvvjsyBynIzU477RTykNcTY26ORWQOS2TGU9Tc3ByZYRV0Ann9+HqJPmwo8Qz8czZ2pbaeaMGdj0e3H39m9LOxe0SXjt03+sOYfaLf27wQu+6M70attz6qYnefJm0+TTNOPFLD9t1O2aZ0WP+qMSMpxi/SmdVUjpU1f7F5geeerROPPzEsZU2bOlUjR7bo4l/+Klj3NmMpWyzoYyccrwt+dqHGTZqoha/MC6FsLEbe38cCNeYOHh3WLx4VVjkbs1iLxOImRMweFV7jxosiGkN59hMQCiO8Rgif8liNeKaEFwnXYUEShmafChYfa6+cY30DNmDBmqUMa6V4fVi0WOWEMLFY8fgIyxG9wRKmTd8jgWdAaA+L3ogcvFrWKfGG+Rw+OJOP9UmbmMIzvGe8cOgQrFDDmXVYyhPCY28QYXTaYq2VfmAxs6ufb/Pg5WJp01+sf67Zg8AeG2OSEGJlgyn1E56lfaxx6sQTBXc2hmGp0xZ9xeOBNrxNAK54tNQJ0DbeBd499CRyw9iBG542YwMQxqT/jCX5oR1hUDZcQ1MTyBBRY2xMb4drrHvwMOMveA1jxo3VOvO8xrSMUndHpzaZtolWWpuLVyxTXVODCubRHH7Qobr6N7/XhDHjNHfeKzrlK2cow5q10ZJNyVrZqfk33Knnr75FPa8uVeMm47X7qceqa9vxWtu2Trm2LqVqMxo5epS0tkv1mVrVjxkR6F9r56VcXoV0LPx8Bb/bVR+ZN2f18svsWfNi6/qX2gD6wRi+m2DKIYwrfEI0A6/MlFHwmhhnQtTIALiYsAf+JsJCtATcuI/Xxvo/XhxjBr/6M45EI9hPQEgb3mI/GbxD+Bpv2veqgYMpviB78B1jz1gTgqYc0RfqBJArwJRjuEeiPACtkR3wIB/4mbIKHi6RGvpIfrw9wv54ymZghc2igOPt4G06QC/23LFHjagL/OcADtCUNgDqYW8Fr9iSiAiBE895xv4Lvn2FB4pcUJ7n8Dp9hx541dADOYaORKmhN/sfqIP89A/ZZL8HcoZcQ2/2Q7FXDplCZgDaoE/sKwJ/6EMfkGP6xHKlTSrrcQFXIsa85WIFjT/w0K1dq4tlqD333EsHHnKw0ql02Pwf481VlXSTeeFPmU7p6+rVyKEtet/hh4W9gWENK9C3gnsum9er1t8//ekqzTc92NHRFpYjt9puGx39oQ9rwsQJgScDTZEP9gn1j4mPk1+DMxE0lkPQ59CDZR8iK0RZ4C3GGvBx5mgTalhm4prxJXLAd2OgDfdom3FlOZa9HyyrolvA3+shL3hy7vWg5+Ar+k30h/zQmbqIDvE2Lrh65JxyRCtoH33q36HxcSDCgTwQTaF98rNcRYQJ+WVpi32bAGXACUAm4H/kxfvEc+p2/UgkhOgN8wSyA27gCt9wZD5Dt9NfVjooizxRD3LMfMGyGwn5IwIJbuSFH2nTgXPqAxd4lLmYZSbqdjqQwJd84M8+IvqJPLD8TTvoeK7pG2UBL0+UivmHuZ6IKnVBw2A/GB+xb5PP0FAKzPhJEn6+k0/cRGaHJEqMq9VniTyJyHDKl9T27Fw9e9VNeu3Rp5Rc3aUhkdHV5KBrUEZ1MyYpnr36QWUzSe135qna77Ifavhhs8LH//joE1/fZAkgSluliUiJpCFktdcn0hoxaLCGGeHD0oL97WXEHj5qpBI2odz/4AMhZDxl0mSd8JHjwuYohAQF4UoQJcA5ipKBZO0epcIgobxR6igj7jEpY7zAiJTFACEPCpHQIoRiMyOCwUCTCM9DaADmhjEoSx2E6GgHYB2fsuTFeGJSZkDYUPWZz3wmCA+CgdIjrM0kA7PTPvgzwSAwlKHPDD4hPfrKoKOseAZjwJg+wBgpCAGTE32kHyS+08PbI+zHYEc8a6jgzLIBhhD0Yq2TsCWCiBBh0GCcUDe4wZwoYIQE5QyTgZeH5lGYHGkfBQr9WH9lWQwGZxmDyZExoY8YaxhPTIQocyZFylAvOGDMsITCei3CQTsYebQDU7OEhsEGPvACH61irBAo8K1JZ1Toy+rRxx5VPJ1UtpDXRb+8SMMHD9GQukb97drrtc76eP1tf1N7OacjP/qRsHfAKBtea+f19nhLo6Z85ki9/6ofattjD1PvguW6+dwLlHlltTYdO8kmwfGhvTlmkK5bvFwPXPpnrXjoWQ2ONyiVj0J4PmV8kbOpoq2vRz3ZXuWNZuwVMqcm8ArjCLjwvtNA/dVtwMfwJUd4AB6C1vAAr4QC5GeJCGXPWNJHxoXxwUBniRdDFKMEwx5+B1D+3GMzOpsimVAYJ5wMlDqGDnXTNkDIm+csJTBJc86kjJEArrQJjiR4Bn4juULkOYY6b0QyGSALlIMHOXe86S8KGMMBnvEQt09W1eD08oRcQxsMAML3AHWiiNEVGO1+DyAP+Dmf01dvA76lTeSU++AKTZkkmDAog+GOU0R9yBm0Q895HZRDD7GsgWxgRCLfGEgYTOxTQtYA6vByGKfoD2QUvUdeyuJIUR5coBeA3KKzLjVD4a6779LtNpZ3Wrrrjju1yAyJOuNrcto0okRNWl8982s69iPH6qo/Xqkbb75RZ593jnbbezfNfnV2kL1Y0nitXFBnT6c5FXN0wKEH6Pyf/UTPz31RcSu/yhyHr9vkudfeewUHzmnDstZA8HHxfjGu9JO9IugBeAWnEd0MXT1fdRn4jD6yxMKEjh5mbghtWh7GyHmHe4wJ9XIObvATY0xeLwOfoIPAB17B4EJW0Ok8oy32amEksOEWRxC68+o2fAL/UzfAkTp9AzFGm7eDPkZeWHKGj7hHAl90KXrS+Q7e4hllOYfH2GbBchib7TGmkXP4CRxdZkjIELoV54W5jLmNeqkPnOEP5iRkCUeJ+nmbC1nx8fO5kjJenv7DfwQnoLP32YG8zG84BhjyzBEYrBiEzKU4Kxji1OXjQ2LMmV+ZBwH6EPpuhg4fEwaCwW4sgDPrf/y2ZvjhbzPq4ei84cSSavfsRbr1az/RVcd9Scv/9rDq1/SpMVmjXCahNY1xDdlnWx304zMVrz9hX338mp9p4scOUaEpWfkSrgFdZ99NMJ0GAAPHhIeFDuIwGBYkxMNKh3DeMTrJBEpyxQ3zcXRCAyhrrFgmapiazkMkBpbBgYE5Uh+EB7imLo7UDbFpn/IYAeQFwBXCU458DDyRDsoysJRDoaD8mUxoi/vVA0RZcAIQNu8DjAizwUgMMPew+omeEIki2uN1wPzsGcADwTvmmnZoj7ZQaBgBCB19YpLg+UBGQxGuZxCrl2fkwXNwRnX8qcfp7NckPEcmNfZTYNhgkVMvQoUnipLBYqcs7WCpw8iMudcN3hhrGKtEfJggUQo8gz7gSFsYtu69Ms4oe+pAySCIeENMguSnH04r8GISxsOBntCVPrIRD08K3ELfbJiJMhbo46ihmn72J3X477+nIdOn6IazfqjW+58Pb3JNHjdB0ydtrNKYIRqxzaZ6/DfX6qZzz9drz72oXLmoulhKQ8tpNWVq1WGuRGeUN2Ln1NxZ+Sih4+Z88G4AtPNE36AfAG0wcDA2UaqOA9FQ9oBhMPMGB+V4xtjgLOC9sX8FecCwQXmylwHeoi/UCy8SJcLDRZkyxrTLcxL8GCJwY8YE5YmMID9MWtTL+JLI5waOjw310AbjjbIGP2QNOfQEHxI5xGiHxpRBmTMZURYcnA6vBz4u7AMADzYpw78YCPQfnqNu8lQn6sVAR8843Zl4eXMEHiRi5nVTHkeLMvQb3iQqjBGFs8GEB396XuTp8ssvD/oBXQANeMY199FJ8LjTygEdQNvgTnQBgwq6gxsRU8DHhvqgEfqH8aWf8ATyixxTBiAfkxY8QZ/IAy8xrjgz6AF4xnmccYEnMAiJBPDxOsoyASOzyDGRcQDcvZ03AiZEAH1LPehO5hIS9TFutE19HAH6A+7oddpjciXygnHiQF76gI7AYfO9K9TD2BIJcaMc4D71wOeMHUYb8k37OMaMI28nIhdM+Di8RNgZd97OwgCgLsfV+Qo+Y5y4ByALGK7QhrwcyUsbjA26FqeQvlC+uj7agif9GffgH2SLvWiMOYk6STg66GEMe/ri7VEfsgCvwRPMR8gbffey1M/YOw7coy0icfSBVRfq4T7geJKHc47oIHQycowtwHhhWBHlR669nTcC3qDidXE+TMuv6TdmpXpTwXzAtpuP0ib4IVvjzVhShY4+rXjsBV175g90+clnqv3q+zRC5kBZG3Vm3ufMee5uadA2Xzxeh5x9uppHDFf84DNPVWniCPWlbUK3hrB1ePcieAPgtgEdU00YAMGAaQjPYq1yRIgRPpaoWNbBkoapscwhDJYrg0I9KAi8PhgeZYIwoTxQykQ2KIOgwQAQmUgKOKBoCDWjHHyDGBYz91BYzoQoAgwyBJvwKd4UBhFMRxQFpkK54XGiTOgXuAEMEvXgHTOhM7mDK8LCM/Bg0sZLQ3kwsCgJGIBwNpM8+cAbZkCpIOgYXESCmKSgGeVhDELqKCIsbxcs+kA71AFeHFleoh2EmImG8D3K1XF3geEZZRESJkNowKQDnRgPxgpvH1pCf7xQjC6MWOoEqA+B5z5v7tAGOEE3PCOWspj82LRNBAovFkXGxImyxJBCGXHN2OD9erSNKBX0I1LFmCNc1Es9ePfQCMVD3+gvEwW4cYSugQd5OxB86LtK6q5PKL3HpvrARefpkGM+pBvPu0CtT8xR4/AhajFFu8WEKRq75aba8eSjtG7eQt1w2n/pnpP/S8ufnqdaIjw2dkNiZvSYwPUV81qdrEzm0PCtCO2/AtRJX0i04TzDGPKMMYCG8BTGBvwOneEflDOhfWhCecqg5JlgcUCIRqKE4C8SXjW0p14Uprft8sUR4JxnRC3YjIwMoTjhOZaamFxokzGDx1zeKM8YYrDQDgnewutEL/CWCu25wmYyR0HC85SFN5hgWZKl3FsB6gNfoiFslHd+wajAkEZ/QAuAfOALLkwc8CUTHm1zn0kLnsSDh+YA9QMYePSHV2WJXCLv6DN4g2iA0xOdiF5Cn0Anf6sL/UM5DHccDvIAPCMB6Eb4DeOTiBq4U466ccjAxfvLBE1eIlF49owVcoSugWfoE0fyY0Ahezwj2oAhgReOXDPp+riTl/qIrBGtwoBk+YT76D1e10Y3oEfpP/e97BsBdCAfEUFojyGHHqQu6AB/AdQH/8NP6GX6yfyCnoKO4IW+4L7rAPiNKDF1oKdpB3oyjjhH6B3qc71IGV7hhjbUB68y9p5wwKA9NAJH8OCcaL+Xp33A2/L6AZ5hJLC05QYL9XpZ7mGcwHvoee5XA7qZeQ7c4E3vJ6sMrHSAC3MMwH3GFt6Hp3DG4T8H2uY5jja6ApnlHvLBUh5zAdck2oHPOJIfo4z5G97y/gKck8CbI84w9Ge+pl74FDyYUxl38jhtXg8iY38Sy1hlI0dkiSMvsMgS22ioY8Fdj+reT52rx479hhJ/fECjVvDGatJ0P3pTak1Fatp9Kx35s29rhxOPUmlYo4p8A7DcV4xy+XxULLDJrBSVcsUoKpSjsp2zAbmrf+OSMYXRNAqbjNhQWH3PBD1smmLDsQ1M2OBkyiZs8DJGWb851K/NWAh1sNmPZ8aQYaMaZc04imwCDpurTIgjE9zIJtJwTRu0RV0mjJEpg3DfBDzgQ32mGCJjiPUb/vxoSiFskGPDKriRHxw4N8aLzAAJm7+4z+YvUwihLHVyTbvmNYR8lPHNrZRlgxj4U4YNpdynn/TLJoLQPmXYwEX/SDaBRzaRh3rnz58f8DZBDXnNUAubx9h4yjU0AA/OoRF05NyMorBpm7rpH/hxnw3ZviHOlHPYSMZGS/oGbegDeJPXFF2gL/3xcQXP++67L+BG4h79OPnkk8OYUC/AfdqlH9QJjtwjmTAG3GiH/OSjHehEu2YYhXuMHfSgffiC/tkEF8qYsARcaNP7BV1opxrYLl0q23+gZSyZtUNHqRjlbfyizmK04I93Rr//8OlR97LWKBs2svVG3W0d0RLjs2f+eHN000GnRZeN2j/6zTZHRU//6s9RdmVXVG7ri7pb26P57auiZ7Kro7Vr1wY6wv/gQqKfHMHV7/2ribrgN/oKb9OW084T+RhXNsOa1xk2dppDEGjIOFHex8yUaNgwaQoxbKhlUzO0h+Y+ptWJshxpw9sjL9fgw8Zbm6Qjm+TDJk3zzsNmQ56ZYRV4F9qYoVLZLFilNzgy9pS77LLL1rdHHuTFDIqAqynL8Az9waZO8KZ+r8s807ABFP7nnvfD++w04ogMmYIO/A9NvU0v4+Vp05R82ARqk3DYrA0u5gQFuSSv18nRvNWwWRRZR0+ZoxYSfYMe5PMy5IH+bJx1Wp5wwglhcyht0C78zH0S5cCV+tH95KFejmZsRGaghOeA50dOaYO6bEKJbNIOG0TBCXkmHzjRV87NmYmGDBkS6iXRbzMs19OIvIwjcjhmzJgwBtVj6XQ2BzJsYmdMuO/4vFECH9rkpQYznkN5mxSj/fbbL/AAz6mbRH3gYRNl6Jv3j+TjhYyAG/mpHz1tTnXYAPvxj388bEyeNm1aoCUvpVBndf1mrEUzZswIm6PhYWSLBA+jU51mziskl5/qZ9w788wzw+Zc5IB7gBkfQU5cr5PAE12CHH3uc58L/AC+5oSsr4881A+NzLiMzFEJ+KAXf/Ob3wQamMO6vk5PbMw2Qz3oSa69n9Tn5xypm/qgFbzIpnnK8pxnTiPKMW8wTuYwrS/L0WlC38GLOQpe+OpXv7p+HvE8fvTz10uFXD7q6+6JOnK90ZpyX7S6nI268iY3fdZORzaa//Dz0c1nfCf68fSDoktH7xf9dch+0W3DDoyuGX1AdPHkA6Nfjd8v+sX4faLrTvpa1PvKkijqswmBjfOlQmQjEMVAyiYJta5bG6xru9KgQc0aPmI4JqFWm2c1atTIYD0CxmjB6sNS83sOXHPf6gzXnANY/3gUxujBA7KOrfcUPD/1+rXXD3BOdABrFK/CBiTUA/i5TQrhHC8NoC7A6+PIPW9n4HPuV7fHc8KPhFtN0fxTOcoAXofj6uV4Dh2xzMENvExhBw8JoC7qBMjvdXsdA+vyo03woR6u8TZZ7/RnJOp0egwsj7eD54NH6m0AnHv/OA5sH6AveD1EnojAscwIXaqBdgBvk/FivL2fjuPAdh1MeII3Txlv2/NQhn45biSeO35Af/P8xE4Aay18Hry9o0OJTEoN6Rp1P/6qlj37oiYfc5BKzbWqKZVVtHbZlxMtXaf5N96nx6+8SQ3teY3YYmONO/59Gr//Dspl4kryjZ9+vOgHNIaejov3/98B6qIe6GAKJJxDd/jewduBLtCE5B6c04yjGQNhcz1RICJsRFSIsDKWnMM79MHr40g5+IA6/QhO5OOI3NIusmYTYYi4ETFhSZb7lCef08T52hNeJ0tqeHt4554Pzw9Pn6UV+o0HTWSXEDr7wdgzQT6ACAfRFqIcHMGRyKQZUKG/hM4dvF0Aujj/0Ff6BH7co028ayKTNtGFPEQVib4QvaENpxXnRDbJRxQT2rO/g6gB5Yg20BfaJT+0Yg+HKf8QJcBTRo6JutE3j7RBR8eVMSLazJ4GIhJEXIn8smzGCw7IIADu0J16+ewA/WePIJEw5Iln7AFEpgDwoc/0hegPUSP6QKQZXUfkj/pdP5Ool/qIZKNbvV9OI/rFmBKB8PtvBNANj5+oCdF6Ntyy34Oy4ExUgj2Q1EP/iGrQDvuj2HPFNgEiFJQlmgzO0Ki6bSIfRPbAiz7A60RAaQfakRegL9DDacJ9ZI/+UxcJfckzxpFlPJbIyE9UCj3o0X3qgp6sRMCXvPRBfUQmifazfEReB/YgESknQmbGToi4c4/IJstLgOPH0jX7XogQoffZG8kRfmWZtxooAx3hS3gVXiJy7jIKrp4P/PzlE+7TXyK2bPmgXa7JwznLwdCbthlraEu0C34mSgzdzHgK7brep5y35eC0fz1gE71lUt70d8zqUL6s5JpOvfrQM5p/673qfPwlRd29ytUmzBMw3WTdKRdMT5mOby32afCk8Zr1kQ9oyuF7KzakLnxLip/Bst4qmzA8SuYS58z6OeHkj0ff+9EPoz9ceUX0uTO+ED34wINR64o10fOPPRUsPiPIP3l/fk7C0uMeR3/u1+T7+9//vt4jxivFu6su4/m9Psq4FQgcffTR6y1fr5Pk11dffXV09tlnh3ten9fDtZ97/QOT10l7Hl0gaoK34+2Qz49eJ9eeqvPhmXqUw5RV8CooQ/3co2/kH4gT5cnj9QAcwQMamBAF2vEaPZET8no9jgepGj+OvF55+eWX/9Pz6nwk6uDacfJnWOl4CljweBqnn356KOv5vFx1vSbE61/lJQ9HAMvfo3yOM4AHfOqpp66vz8t5HseF/jIuJsSh3HowUpUtwS34vQXjaV5d/9kPfhzdf/8DUd4edlrZzjWdUc/C1VG+rxh1WKFeu58r5qPefC7qXdcRzfndjdEfZnww+uOoA6Kfj947uvLDX4qW3/F4FK2tvPaIN0QkAs8Mb43IC/ehDXj+O4n+cSSSQeSCKCb1Ow147nSAPtVlqunFEU8Qj40oJs+gGwncuXZ8qY/7XNMP2qNf5CMygsf2u9/9LvrgBz8YogrwHHJMXm+3eryqk/MCCXnCw8WL9XY98To23rUp2uCxEs3bfffdQ4SCyC31e7+IvOLpXnjhheEaPMBt0KBB671JEvjwyjq8ahNIiO7gsZOfuuiz53N8/Oj9Ia8/Jz/AmNikEx188MHr7xMpJYpiCj7Qx3HlOee//e1vw1gQhSOKQ7Tp+9//fnjtlmgN0VjPzxFZwJMmSkD9jIdNQKF+aEQe7oMr+BE9tQkl6ASvY2B/yM+RaCr0QidxzbjDa0TRGAPG3PmbZ+RlTGgXoD7qx9unDJEB6Or33yxRL+0Q6eIceYKv6JsZFSEa7jhz5PVs2ode3gZ4oUPMAIqmT58eouf0lfvQg776XEMblOMc3naa+D0fX8rSb8aXI31Cf1MP10TzzLkJUa6JEycGfOEvylHe5cEMkxBlI/oIHmZkRWa8hH7yHPxpkyhIS0tLiDqRiOxQpxn8IVpIWfKCJ23ccsstgefoMxEkeIQ81FmdqNvHm/LMieZ0B57jmfeXZ+QhWsN4QEPwNCckzNU88/zgAB0nT54cIn1EHalz1113ja677rpQF3wDzdAXRMW4B028HseNvnDv9VJ3ri/qK1gfOq3s7KXR0z+9KvrDHidEF4zeK/r96P2jq0cfEF0xZt/o1+P3jn49YZ/o8on7R5eM3Se6YPLe0X2nfyfKzl1iur0QmcI3HMphLuCTOTnDJ8qWo8S555xzLu+YsyZ/0kkna+dZO2vWjjvqe2ZR7rX33lq6Yrn6sn1hHwlrwVjW/JI4a3h4+EQwjPmC14WViLWJpYcnyWYorimHN2dECWveWKas0xLxYV8PCW/R1/KNWMHSYyMVVjFtsSZIdAQLGu8QT8OjQzb4IXphAx28FX+OZYsnRXusL/MqHNY5e2bAkTV8cOaacqxnslcADwSLHiuWtvG+6ANWKm1i5ZPYr8K6qw1iqIM1ZWhCnVi4RGKw7LlHW8Y4oS5wAB+sZ/afgDd1QwesY6IGeLhsCOUZuDA+rKtjeePx420ZAwXvB3qRsLzZCE4/THiC901iTRZvkT4bUwXcwB9vA5wcdyIB0BOvAbrTV8qAG3iBE+MPXuBOXyjHXinugRcAf4Anz6AfuPKaKW8mMB54BPCL0wacyIfXDL54eCYggTYmNKE+6sBLY68B+DAe4EvZW269xTzhKZpr/PY38zhefOF5jbf25piX19IyIvBaFI8pXV8TfkYimUyITf3s5OenTpLxhPI1SY2aNEEt44wnFi+R2nvV99oyzb7nEbW9NF+ZtI3L8BFKZ+IydRxe443lCuEXo9k4VxMlg1cSfu7C8OPIOjMbp3nDIPqHg/O6wFjTb8YS+kJzxpH+AhwZH55xTn4/ByhLgn7IE/yALHAP2UEOXLY8L9cuc9QHUB+yyV4fvG/ozFjh3VEPnjZ54Evoz5E6PDleDkRiiAyyR4OxoF3KoA/8bTE2WLIfziaY4Dmyz46oCf2nTtojIsKeALxqPGMiKXjR7I0gP+2Sn74TOUEOoQV7gth3AA+xaRK6At5/6qUftAOAG/hzzZFE3UTZ2LMEvsgo95AHohFsukZH+X3KUDdygBwh2+CO94zsEaVgozkbxilDXvpIpApc8cb9JwPY2EsEjL01vATgEWyAPY7sswMP8KaPRFyQPWjBmHOkr0QoiN4gt8gjdGA/HPJPFIvIBPoAfHjGWCGn6B70CrKL3vI9TWzeJfLi4Hz4esBz2kN2eXsIfQHd0N/QH/qxtxN8oQdRCfQWEStkH7pSB3qLfStEu6AtQBmeMWY+BkRmnK7QxvFD/xINhI7QhzJEHqExR8p6W/A/G5x9DyJ4M3ZEHCmLLDivE7VC17JPjKgYesvrBj+AeuF76mIvC5EgeJWxRk7Qu+zTdB4FmDvZW0XbRC/R37TJ/ML4Qz/4BLrQHol+I7fggg6lTsB5mb6x74fxRJYYd/iS8WYehu7kgW+olz6b0RM2VRNtYi4iD899vHglvD5ltDcyFxIxZWXzkh2pJ3z6oJ/+5pbBDGEzcWS3/Cemetp6te6B5/XiH67XoxdepuV32By5ptPGM61sOqZ82nSvtcEG5XiRCJA0fJvNdMA3PquNjz9CGtGsJG8U0l5oy+TX/ufMtGQILQVr8LOf/Wyw8DgHbACCRciRqADrj+whMQYL+zxYH2W/AFYfzzjiARixolNOOSVEN/DSzjvvvOBhUdbzmRETmSILkQIjdKjLhHD9R46MgGHPAR9UwrLeYYcdwn4bIiTUj8XNmixeCRYjFibeninMUM6EKazF48mwLop1aoMU2sUypv6f//zn4cNe7EPAU2FviCnFyBg77EHhvg1+aBNr1ZgyeETgQVnqIGKCZ8XHArlvjBe8asrg5bE2jRUOvUxgAw2w3sEDy9cYOPSPPpCIUF100UVhbwX04B704Mh+GTxUPNivfOUroV36hPfDfWiLdW0TRaAtXjFjRzuHHHJI6Ct14iVAD/ZwgCN5ibiQ8ExoHzzwKPEWoYkpw0BH+oGXfsQRR4RxxLMyAyjgQr997KAdfcRrYD8J9bF+zsfnoC14sV7O+DFO0IhxYR2aMacerqkb2rJfhDH64he/GCJAjC99wpOgz4wN9+Az+gsNoBFjCQ9S35tBwfAu5YzefaWo97mF0V8+cU7082mHRH8ce3B0VfNe0U8m7hPdePjnooV/fSTqWtcazcu3RS/1rbI+rIzKy9ujtp6uqL27M+rr6Y3KWfNO8sUo6v/IW7H8373cgQm6mcIPkR1oS/SKvnB/Q/kHJs8HrzC+8Cz7wthbQTSED6EhN+7FkqAfXhlerz/DCwUP9lHYZBciF1yDDx93s0ky1E17tMMRfH2Pnd/3Zxzh54svvji04TxNIkppE9P6fR/wi01KwXtkjw+6iHwceY63bRNM8KrhK/ZzEPGkTp47HYjmmLJbvwcPvJARcKQv5KGv4IYM2cQS2qU++B8a8Ix6yUd/2dNBWXDxRN3eT/Jyj2u/5/j4c6I4yBx6gDzkp37Pwz1ohb7jo4o8p03uw/fQhT0Z3KMc9aMPbbIJ+HOk3zahYbWt30NU3Rb6ERqShzIcGVPwot/IPf31/NCQSAzRK+rGq8fDRy84fZym4PNGiTqRe/boQU/4gbI8oy6S1+N4k7hmDP3a8zjdPMEf8Cl1khhz5gQzAMNz6qcc8wV8B38zR3APPUi0CpxoC5lARphniHgwn0EXx5F9Lh614R54cUQPEf1hT505b0GOwMXzcM48QTQSnch96oA26CozeEIfnAa0iXwhq+Dk/MI+K6JDjCH8y5gyto6f0wC+MUMxyLHTjCPtMWdSnigqdUEDokdmQP7TSgD1ON29n5xzJEEvaLVs3epoVa4r6ioZX5Anm4siPkzcn/Ldpjfsfk+5GK0rZ6P2ovWlKxstfX5x9MT3Lov+uMcJ0Y/H7hldNHG/6DcTD4gumXBgdNn4A6NLxx0Q/cHSFaP3j64ZfVB0wcg9o1/OOiZ65oKrouKq7qjQY/xn/SENBPrp/f2H+1UFlme9xWaZwjUeDZ42ngPWLm9PsNaLx0f0BiuZ9UfWFvGU+DgfVjuvT1IH5ciHVYolaUwV6vU3dVirNKL1Y1D5vgKePlYldWKpEVnAy2CdFqufyArAMxuQYOV7fXhhRFOMkUJePB+bMINVz6vMRCOIPNEu1ioRBbwm8DLihHpZ/+W5McT6nftY8ngkWLd4UOTFy+E+ljReD3TDMzbGDB4Ua9RY3lji5GN9HZzJT585pw1edaQuokzQj3sOxkwh4gIN8GLBBw8Gz8AEIkRW6De0hf54gdCNOthxTxvgAM05B8DPhCjgRxSLNXDoAt3xLHiNkTLUhzeGtwlN8fjwQNlXgJdNdAvaMM5u5dMGERzy4q3RdweiDXhRePp4OUQGTYiCp4FHyn4N6IA3Sbt4x7TB2jFA/e6h0B/GmP6zBs0bSOxDAMDBhHF9f98IzC9UOZlQTyZSYsZY7X3WKRq/5/bKm0PWmMwoHU9o9dNzdNfnvq2Xvn2Jks+t0Ea5lErphNbWFtQZK6q3WFAxZ/5G3vinYPONeSFA5ccX3xy8P/SNceMI7tx7KwANPS/jQNQATw3PnQgKY+lj40A+Em0B8BSyR0SE120ZY+pEnsyIDV6q055yPGMPBbwL33I9EGeiBsiY74EAB54TzUMn0AZl4F34iGtkxOsgP+2hYyjPOfqH/ppRHPJwjwRu8BBHZBqckA/4Fh6nHeqjnzwnKkKfeEsR3QSdiAwBThf4jggGUSFowAdReaMR/eDgNAGcBs6nnJOgAzJB/xxfxoQ8AHnAERnnm0j+HCCSwLjg3ZMf+aQdogngwpuLRAaQK45cE6nx9qErZdgnYs5J0F+8aUNkDL2CnkOOoKnTmP4j30SCyMM+DcaaaDJ0oH3Hz8fqjYC6kWXeJERfA+BGWacBbTqPegJ3lweeEYEAh4GA3oIe6AzqoT36SuSjekzQJdCCeYG9PKwKwL/oKO55W+QhooSOZl4AKE9d8CrzDzRz3KEZ0Rr2saBHiZqwTwhcHB/qhh9ZEUH/gxO8yDNwQJ8z59EO9dF32nOcyE+96E74lfFjvJEjIqKUcboB1IeeRwcAXi+J+ZK64XnmMiJYjC+6FF3seZ0fuCY50CcAvEh8/NWcRiVKxreWLcFrVMYW7J/sMTbJ16bCzwKl7Hl9T6TuF5fpmQuv1L0nnanZP7xU0QuL1VJOqy5KKF8uKpuIlLeySdOjTX1l1WbL6i7mNXHXbXX4t7+oLT5ztArD61Sqs8oZX/b8vAGsN3boNECnmIBgRg+XMRBMGnSakBqTEeHQc889N0zmDB7ExaCBuSgDgxD2RBAph6EEY5CP/BDNGdAHkba5x5H8MBgENcs23KNtQn4YO3xzAcVAWfJwBEfvA22SYChCx0yEMC/hQMozsWPcIMyEz1FEKBgYj3IACh5cqR9BAEc2I6J0KU94mbYoQ99gKvNWQz7K8ox+QkuS95NEP6ErdXvfYTLyY9Bh0LgBwXOWDwh7o5h5bd4FhzwIFPSmTvAFEFKMFMoynjwDT/IDjA2TD8qKMtCa12Epx/IfeZkA6BfCR1vgRnnqpX/ePv3ycSCPH8ER8CP3OWfiQcAwTBhHlrLoJ8YaCprJhOUq+kkblAFHNq5SL22Bn9ONI8KJMoY3KedKiETf3xSsjhKvsNtfwQyf9Oih2v+cz2vbMz6qhZsN0aAem0hN6PhR0eevvlWPHnOmnjvlx+q+5UklTRCH9sZVZ93sLRe0OpFTZ8bGHTay+Y8fpBsI4OR4+blfOy05vhl4OegCLaAVvMC4kLjGwGaScblDDqAf44rhDo3hA9oEWD7mHhssqdtxwWBhKdLpSl3UiXyxyRYZ8j5QBkMLpQw/w29AtfHJ+GP4woeUY3MvCp/PL4Aj9Xv/KAOuJMYZmQUXvnXDM+cFEkof54Y8TICE5ZEd6vO8nLPMBT6E6NEPGD6E+5Fj7x95qQNnD1qyFMXyBK/X8jFG8oEfRyYdDEyMd7/HGHAOPdgYzESN8YBOczzIwzngR8oAtAkwPkxo6EXqBSiLTsQo5RMEGGMc0XGcu6FKnSTOKQMvIF+88ow+QY9BC5wiJjvP67KFfmGpjqUZ9BI6AqBP5IFXHN83AqcHxgiOJ1sa2DCPYYaB5885en0cvR3OeY4xgcPqtHJAf1I3eh2jBVqhWzBKPS9H+IF5i2UYnF82csNH1M9yIwC9wYMN5rSJAwWvkAdcGBfOOTqdyM859bHMxjP40PsFnaA/7WJcwGuUox7ycE7wwI1VaARQFnlwOcQRQWZwRllqZtzged8oTxscAYwy9CHPGGO/T1vwPdc4sYwxcxS6GaMa/iYPiX6Qj3OOJNoA7+p7dbmyBnVaP/NGn6TZADVxdZsd0le2vPwAbWefcrMX6MXf3qgHTjxbjx79Rb18wZWKlq5RvsH0fGM6LIHF8kUNKqfUkKsYOt2xktY2mPG51xba8xdf0yG/+KZG7DxDWVOumF7FyOqnT/3fCHw9CD0HcQjK9wmw+Nm3wpocCpFnEMEnNwYSb4pvfeA1IShYyhg+EJRoDsqKOlhLxyCBKOwjgckoi1FxwgknBMbw9snDEQAXvh6M4KHQ8NR4ftppp4V6iZ7glTH4AModZkARUicJ3GFOhJP9Q+DIuihWMX3EU0LZE91hLwJMBvPB9OyKJ5LCPgLaRilzjzoxjqgPJQ4zEhnBywFP+gYjM/AoBBQfkzrCiUKCQWEO6Anu1fg6ztSP1Y+hCb2pi2ecAz5W9BeB5BmTDILOGGCEMSmhnBkfcEcQaJdID3sn+PAVQs49FAN4Qw8iMHh+vM1AXVj+4EI+1scxNMmL4kOIwYNxIbkAOI7cQ4C470JK/UwUTKLUhaEDHjyjPyhe3jzBGMVopBz3uGbcUfYIL3lYu8Yooi/QBiHFIOXNBfaqYJCBH/QB/zcD9vSYOgm/5F9nEpe0Y2pYgzY9+Ugd/KtvaJgJV2cKY6ekesO12NOn1x58Qneeeb7+dtSXtfi6+9TcVlJzijcGS+os5dWZ61PWjIFit4ml4QFNHPzc6QfNHFf6Q98d7w3hTxnyUw4+JyEHTNTwF32nnNcDfUnUDd/Aaxy55rnnpV4MRfiXsQeoC0VJe7TjY01+FC9ODkYq/O11gAdyxbjhXTLx4nXDVxjT5CEvRjz1cc2YItfwmtOC++DovAVPIXNEfuANgPLk5YjRDt8ju8g6kx740a7j5vmRTwwZZBmFj2PGz9KgA7x/5CWqA9+DP5MnRhR7GOFh8lEniYmSSYwygPeBPOgAjAzwwmjg7TMMJ4D8jJmfUxeRTepH1zh4HwHqZDyZiNhjSF+JNPjk63TjHMAo5Zw+kRhT2iQ/zzASmKCRTZ5536nHz5EvonE4T44H44VuBLc3A+pl7NFxRHfQR9CDCRud4/3b0JG+AOhMxoC+VtOexFtS8DVjAD/C38w5TN6A40gdRNjgJfQMPMz+I+YozukvtKJN9A14wssYwxipGPHMTRj4yAn56BvAmNAOhghjgj5yejoteQ6e9M1xJw+rIPSBOZbEXEpUkfopQ6IM/YLPmaMoyz3X09QPuIECPkQDicQzTuQHONJfeIx2aN/boQ5SNe29bRJluXbe8mdlM3C6EmV1mZ7sNcexYEZLTTau5uU5dfzxXj3w6e/oxo+eqYf/6+da9sgzysGTmYTy6ZiKNrxdsYJyNQklrX/xvMmfVd9jhk55sjkj3z1D+154llrev4cKQ4x2qYTqooquNq0T9vxEhsdAcNw4xgxx1rQC43PkJsQkgzPTPxWw5FEEDCCOJDa/oewgLoAAAdxD8XEEUKQQknxeFmK6gNIOQDuOl+NDHgYRoD6uyUd93Cc/9XINjuCHcuY+zOVtUKdfkx/8uO/3KEObGDMoMIwkDDcMCITEFQpCQ17KUQcMA9PRHn3ye+BIHgfw83a47/iTjyVCmNBfo3Ua0R/6TB6S9xc8ec49Jnj64+NCHm+Da56BD/c5p4zjyT2MP+6Rh/ZcgMAV+jstue/1gzvPoKkLhdOPesGFMl4v9yhP/dzz594X7nudPubUx5G8HKnHx4284OJjDd/RD6cJR+rl/I3AsoWNbMFFMCiHzzIbznaM6N+6Di286V7N/rl5vovXKG59zafsOd6EGTc96bhqxrZozI5bapP9dlXDJhOUqU2pVDaD0Nrmd7nA2fF14Jw+QUvO6TP5vP8O5OF5dYIOJAD6cQ+gDecr6hjYd66r6wa8fp4RsYDXMdCJEBCJYHmE16DZROr1Ueaoo44KmzKJWGC4UAd1+2vDeODUg8FBaJ/JgnC5ywP5cSjQCyh6cKZeYGD/SXjYOCZMkBi4A4EoEjjz8Tcmb186p15oBG2phwmbSAsePku+l19+eeg3su4frKsG+szSMfgzicHr3lcS50RVMAqhRTXPMZEzmRJNIXpF20xsGCnQln6AF3WAG7jiQDERs5xNfe44ONAX2sIpBW94HvknEsEHJukz9VEX44OBxZINk5vjS1tscOWjgdCUOukXG7AxUvH86Qf3qYeoPa9xM/ljGCLHTKTQ3KMQbwTUwwTNOOME44jhNBEppx306RuB0xtHm/Fi3HDyuA9ggGAkwF8Yt9ACHUE+nFrGw/MSJcbZwlgj8sOr7RgQ4OXj6zzHMhd0xlFDz6Fr6AObln0jL/kB5NHLAk47jEnGh7H25SPnD/oE7jiajBGGNfXQD3gHOsHP5KNeZAtjn+0HyCQ0oC4+Q0BEhlUXnnGP9tGLyCB4Icfc97adpg5+/42AMtWJ/oFvTz4bfhezMVGj7MoO9b04T/Puf0IrnnxJpUUrVV+wecQULJ/zYMNxNvxEg8Ir5Cx7hVUv6sqZQ1WT1tBJYzX1kL009aDdlNxoqBlC5vQYfknTyfyUVfhNCYByoG3pjbAPvaSzKB8EhoGkw9yjE66gIRT3sMxhdHaTs16IYmCCQbjI68SiHhJlOQIQBqGFsTkn4gADMEgQy9sDaIvEBO+KkXJcUx/5CffRvnsa5PP2ERzaoD7K8ZxnXNNP2vJ6yctzAOVDG/QXo4NnMBCCg6HDfe55nziHobhGaDknD21RD89pn3Zpg2dubFCGfF4Gj4RneAwA+AOUA2fvAwzveDje3KN96qQ+6qF/KCTCxQib9x+8vC7ycc24QBMfa8qhjFlmoAxAfSTHi34BTmfqRBDxWFkC44iidRx5EwNlAYAn7aDIUc7szwEYS5ZFUEbcR5jJRxsoOCYAxh6gDqcxz8EdPqRf4Ob9cXzfCPwbPXlDtddSzowYSqVLxle9kRoytZpxzKHa94rzVHPM7lpeYwaceR8pS3g0zdathvlrtfp3t+juj56lBz75TS288zHlTXC7mipjzhiBC4k+eOJZNYA/echPYjyr85KgoxupPPc+k+AV5zloB/2rE+B4eAJ4xjm8zp4YohdEaRk3orEYL9X5GVvkBYOHiRFcwQMgggh+GDEkojsobcaU8SIf/aEulpgIxWN8UAc6gTZxNLgmH0B/iARgOGCkOB7VR5bL4AGWaFi+I6JLRJFon/ePxARHeB9dhnHEJIAhhy6CZ7xNB+jNPjyMJ/BwOeEI0B9kjMm7Wg/Rd5aH8Z6JSIMPEyX9Y6KlH9QHTpShPqKdLGNgXGFEEE0ZCPSFaCwTMBEH5IcoAJEgZIfn1AdvAOho5xOnA7Ql8gydmVgxCJAxaMF+HvJCB++Lyz77dzwSw1IR91yu3wjIR18xiplHcJDRF/AKc8GbgfeHCBt0JfpFX+gHRwxD+J4xgAbQmLd3MVZYWiSf1+PLuuznwbhjHgE3aO/zCfmpD+OEaDL04TnGEDoKnQmvOp0A11VOY4xj6mdPFBFxeBLjEOA5QJ98vxtGFzqNN4eJ0mO0QGucQK+XpV6WKolYkQfagwNGL5EpHwvyw0/0i2gkBpXzq/ePa9p32rwdoE0SZUNfegrquf9FPfaln+juD3xBD530La256i4VVqxRa1NCC4fGtXIIS1vs24k0NC8NzkZmBFlZM3wydqztLmi4GTn7ffGTet+vvq3pn/qgovFDlK8xXW7P67PGh6aTi+WScgnjO2weU2nYTf220+tC0HwgTKchAAnicHRhJnnHCIehKFjjxltAYTA4dNiFiY4z2QUC9NfvR/JQN+cwGMJM2NgHgXq8LseHesDJiUpiaQMrGcbH6sUqB6gXxvM2PHGPcj45AFi8AM9hanCAuRxvJlM8XLwEwq7U6Th4vQB0oi7qdVpxTuIZuFOGZ7RPWzyjLsDr9WUkwHF03J0mXs5xcGXEPT9SnwsdeLHHAc+N5zwDHE+Ofo+83AM4IoAIiLcBkB9wPDhyz2mG8kUB4uXCH+55wTdMUigK7y/jj/KAh+AXlDoKBQWComeZgWfkZaJAmTFZ4GUh0NTjY+h95gi9vW9+700Bx8y6iPmGGVtLefqcslRn5TNGTzNqhk6dpEPP+YJ2+vLHtXJso3qTMTX3xbSurqCOjNGvLqYmM5P6np6tR7/0fT1y0jlae9GtJvAdSrJ32fAlNNvH5rsIY6msOhN4lsj6klHYNxQVjKbmBSHccTtGOTOU8gXFuG9KgmTmtFKJCm8l0xUDFr7iWD2mPi7V4GNZDX6PcpwTOWEfFJ4/URmWkJ2mXjdKG4MGZQ4fQGvGCsVMBIbJkSUivFCWiXAanG8A6iI6wUTNxINeoW74jteN8XC5pl7yIjv0h/IkzrlHHuoFMLww7qmDCY8ICTxTHRnhCC+x34VlBpbvmVCYPJhIqHcgjTD8mQTx5AGeOy4AfWZSZSIHHCcmdCZUZJsyTNAYYtAHI4OlIa8DoE6cOIDIA4YbeR2f6r5j2CAjGKe0x5ixEZXoBvlJ0M7PSa6LAIw3jAxkFbqxJENdLAEx9mzUri6PA8Q4QEu2LCC78BuySD/fDChLgkZEW5Bx2iU6BJ84XtV0rQbvN0ui8B06hfEHN56xPxNDn0ghusfnBfLCx+RzHsXIxEB3QxJjm4gIy/oAeaCV614SY4Fuo5zzHUcML8cdoB2AMkR/cBjZlsHSFrTCsHSakgecoC38QuQLuaFe2kd2MAzBnzagH2WImCJT6HaWYoncMCbMXxhWXjdA/cERrgkLPkrErQ67H6WTwVgomG7Lps3osTIsHYE9ewpdTdIAAP/0SURBVGdsxgx7YsIPdJoewpjg53jKdpIr5sKvkUcdea15YYnm/vI6PXLC2XrojO9p3l/vVl9Pu3LNCeVNmaZLRY3qLmp4n+k003fUzYbldjN6iPIQRc/0WWuDUhp6ygHa+bdnafgnD1Ru4mBrO2bGjRnZ6lSUWqwovtBSq5Jxc+btmVVRieYg2hWyvy5UYm9vE7CcYRYfMBQ4ViVeFURlDwkeAjvTeQYDMVgwIcLpm5ZRdABlGSw2qSFgMBgenD9DkPxrrbQHw6BAOLL+SxiWc75PgcWLVYwCY/0ZrwomhenxUjmnTgQdBsOrgxlRtERyUFiEmmEirHK8UOrEC0O4CXMiVGzihBmZjKEHIV4maQSRMC940l88RerAcKIt8KR9lCPnMCq4ofhQNrxNxiSC8sdQQAgRKvKg3BAs6MP+InCChtAGemLQ8GzWrFlBwbO2jKDTN/YIYIhQJ8LAchneJoD3wzhhPGLE4q3jZftGS+rEm2OvBMqNsWKcMFwYG0L/rKODJ8LIObQEEDhoQRsoE1fQlGcM8U7Jw54nIgUIPOXBn/rAi74z2fAM+oATyoBrxoD633VImPKwdkxUFR9Up+2O+4A2Md578sob9NIDj2nQkqziGZuQTeh6zZCJYmYUWLEVL87T6pfm6/HL/qxx06dp/O47avxWm6pm7HCV6tPqi+dUqJFabK5gyayEEWRGT9YMK9Qn36RgA15N5IYGRqqhY5JtdlagEevV7zQNoDGTGvJcrcgd4F+iu4yHOyuMFXzIRIaxgQEB/8KXXDNJOJ4cSUzkjCUKnomayQ/ehCeQF4A+woMcMQ7gIeSK8YfXWVpBrnmOwcdkSsIwIY/XUQ08J2rIN3iIQCKLRJ8wMCgzkJ7IApMOEQHo4ROJA2+mUge6j7aoA1pAF4484x4GE3KI0QNfo/OIHADUi15Cj/n+QYwyZAd6I3vgRf3sRQIfnnMNPugY9An1bGjMAPJBS8aKfS/oBww88HRgTKELOCKHlKENeIEjEy3P2YfE+NIv9BJ68I3AcUTPMV7MEegjDBR4DZzpH/kG0h+gbQB6gQuOsuNNWe5hwGKoUR5jGf1ElAy6cs9pg9GCMczbos5bzCNeFwk8ONIGZRlHdDpzGUYhNIR3GRvyMZ9Qj7dDfgwyXrxA5zEfEmFhn6u3Sd3kZW8pe0mJXOPAUzf1wKfwDnxDfbRHGfiMeQv5gYeQCwIA6Gb4xPHeEEBFUzP/eHGin1VMxVR+l8rOgzEU+mFncXjO8CzhgJWVX7lWK15eqJVPvKC1z87VurkLFO/os3rpc1wNKSLtVofVV+hPNGGUUV0+MgPF6rNrvpTclimqfvMxmrrXzpp64H5qmjDKEDNdWiyZHjQ9U9OrZJRVTbZW2R6WvrpV09hghg81gGWFJ0KDgOH8etCf8+0BO+jx9GAOBojwLaFUlA6TNEznXriH7JiUUXqEsVF6KDUUE0DoDcZF2WFooFDYEIbSY3AxUpjYGXwEi8FkkkQpEBJmEoYpWBLB4KAMEzYCiEKDMfE+mWyph4kcbwImJDwJXjAqdcE4KBcE/YQTTghMycYuGAthxlCgHvCkDzAY3gHeJHsEmLApA55EKbiPp4Vig24sDSBEeGEYThhlKEqEAhzJg7LBu8JSpw8IBUKAIFMOz4/79BfjClpjeFCGUCneBJMBBgWbOKE3jA8uGKTQhz7TLoYXhiU0xjCENtCEcKq/zQEtUYy0zTWTA+ODAYVXCM7cJyGkPGPtmUgOeKJwoB/jAC5ECjBeUHQIMuOKAmTi4hxjmL0FeEPwC8qN6BqRAfoH/Vyx0OZ/Aso2nrgOGDxFk5piXUJNW0zUnud+Xh/91XkafdDOWlVrRph5PTXmwQw3SW3MmXDH00oYnw9e0a22e57SPV/7oa486cv6y1k/1rJ7nlCmtVe1MoMtYROW6aZcrGwGkAm6eVCReUQZUy5N1mA8naok88L4PLq5NkqYoZdM2LWRALpVp38X3qwOjBOifvCMRwuQZ8YG/uEe44ljgLPABAn/UC95yUdiCYPQPrzBkgaTEjIKr3MPOXLegm/ROfAWegb+ZYM60RsmAgfyIoPsEfKIw8D+kAdjn+UIHA3yIou+PEaqBgwL9A6T44YmEeQXGUdmwNnzoAuhA84TBhP8ywTFkhlOGc+hg0+S0A7ZYNmNSQ85ZXIFR8B5HvrSZ+QL4BxZwggCBuLvwH1kFCMHfQaeOHjePtdEF6gPIwTwNpFDzpFVDFnGCb1EXUz4bwbUT3mcKiZnxh0d4tsFwL+aFq8H4IHuIBIHXpRxQNfibDIG8Cg6A51LhN777g4SURN/o9YBvvEjRin8zbhSlnkGXcm8BC+gg6BRNU1pl7pJ3MMgZE6iHONJxImIFs4jNCYf7fMMpxHdyrwGrzMnMn/RXwxf2qGM8xfnGMXsJyVqhL7EUaQsdQ6kIRwRjJj+I8aIH9kvUzTdRWTZJDS8BZUqRsrkpHRHTtl5y7Twhnv1t9N/oCuO+YJu+8w39dLFf1bHk3OV6skrnjL54ycczKTgQ60hAm3l2Y/DR1XDl5+IEBnOfabXOk2/Jca36OCvnKITLjlfM874mOKbD1G+0TJGTYZQJuzNSRpilO9cZc724oeVrBlkbZnRb3/WQUtWL8DRz18H3pKxA5FJDjATyw68uYASw6jBo2BC8vfzIbgPOoQnUQeCi1WKhY9R44zNBOgb9QjFEVVh8BF8NqR5+wyyCwWMgFLAcmeyh7moy/NwDhNhCKE8EWImc4wAPBNwQRmTD2bCuwDwTBFCgMgREz14EVmib+CGkqZdFCaeEZ4CyysoNAQFHAAsdoAwNoYQ9zGkYGjqoV6EhD4jnCQ8VwxAaARu0AicEUwmFPqEsuccGiJ49B1BQdlxn/0/GGbQDbwBhAO6cUQ5caQshirjxjX0RmE7TcABvLkHHigo2mDSQRkQkQFnngHUx3ixPMDbUtAUrx5+gF7Ui7IHR8cBQKEwIQAYXoT6mXwIRZMPxYyRhyHkIXT6QrvVvPluQTJuhoYJayoyD69f0Mpp4++GuAbNnKq9f3qmjvzpORqz67aK1dWolCsGzwlhlwl9LmWKpFzU8HSdald1qf22R3XT6d/S7479vO740g/09O33au2SlUrnS6qTKTKWqqyNVDIRvt5ck86EZatKZCdhSsOObI42QPChwTtJB+pirPw4EKA7PIHMck4e+J6x4hovFkUMv+BYMGkMNDzgNeSWCA4GEcqdfRbIB45TddQCuWHZE8eD8WfCIXKJgocfkVHvP/XjtKCT4DWXRYC6fLJApnxi9+Ty4ThSJ/eQY+QAefcJsRqY9JjEcGAo6+1QFw4R+gEDBwPO9+wg8x6Rok4mU/ZBgje8z4ZmPqWADKITqJNE/ThqyDfOJLIObZFjdBFOYzX+1A8uJK458pyxow7yI0/ch5bQFn3Jm0zkdxqAB3VhZBLRgfYYYwDGy1sB6oE3AOiF/oKP0I84SdQPkG8ggB+AkYj+xpAhH2XAEeBNPgwMv0eiL4Bfoys5elvoYAfOuc8RI4VIH44ffMIchdOOo0sedBi6D53HNWOA8YmuA1d4DH7BkMaoRqehE+EFjHTmCh8L8GEpD2ONJXvGERozNzDX4iSSh/6CG+fwjPMafAZQH8+5dno5RGbI8GU9ojc4bHxDLGvFepNRSBg6SSyfrqzaFq/W0rv+rqcuukrXf/5buuzjX9ZdZ52vzr8+qEFLOjXaCg6PrP+Wv5yIqTdtjlomrrw5a/liIUSeM6Yr06b7agyNpOm1fLGkrmH1GnPY7trz+2foA388X+OPf5/yIxoVM3xT8QwunvKZYsAvlk2o2Pmylj/3e63reFhjp2+idN0Qy5EIUah/aDs7M3pUDhUacRwIldF+C+ADAoEhpisQ7nlIlsGEaVk2IT+CzMCTUGog4YPPZI1RwT3yMoFjfDBATLwwNBEFFCaKEqGGSZ2p8PxRDmwYxAgAD4wa6kWJgRPMiIJCEDFy8CBQRtzHG0ToYKZqBuKcZSG8TPoI3pSDeWifSReLHksdYcWjw3PA4EMJUx9KHDypjz5yTvSHvjNZ0yc2ZSI4JPpPon6UObhhbEFH95hQ/FzjhYEbfXBBQfkQXqVOaE3IE2FxRYSQYvwxHtCO5+ADfig2BAxPifr9g4HUQx7GFWMJOtIWESPyYOig7FA4RMLgC2jHkf4CXAP0CeGmHTZEMq6MGe2gqOkHmyIZA8B5y+vBKKQ844hiBFfwIx998HzvKpjsxEzC8DJCCNiEmT09weBgPckMnLF77qgDfnGuZl10prr330KvNaGIpJZcSuvSRXXXRsqmTaFYmQYT/nHZuEa81qbeGx7U42f8WDcf+Tnde/r3tOSau1VcsNoURFGFmrg66qyJAoYTa+qmsKjU2g4QcKgYG6R3Cryu16uT+9DdnzMOjAeywUQEP2Jo+FtH7A1BhpwnKMsky+RARBN+ZdJgIzRyjIFEfuqnbvgK+SIfxhH10B6RZXQDeoA6yQvAu8gTBrvfJ3n76BiMDsL+yIOXq+Yl2nZ+hjeZpMDJ8fIEYLjgePESg7fFM/Ji8MHzGDLs/WNfHsvgRHHcoaEvyAl8zWTHhIq8YPCgU5EPdBv40y/qZUMyuFMnfcExoC3f50a94IF8oS/oB/Vzj0gKiY3oROZxYDHGiHZAO+jKOHgfKUsdnBPlog4MAZxB6nRD9q0ABhbyzDYDjDmWk4gS8skMpx1pQ+DjTn8xxjj3vvo4O3COQUEUiv4R5UbH0Q8HyvnRzwHOGQMcSKLf0JZlN4wOojOel7oYQ68Tfc04QRPwAT/GDj2HXicqSb+JYCIjjjN9QHbAlSg4S8QY80TPmGvI4zj6OXUD1feq81D3P4Pd58N7LEfZEUOk1uz2+qLxaW9B7fNtHrn8Rv3ly+fpyuNO03WfPUd/P/936r3rKY1Y1KEay9/ZkFRHTUxdGDcEc6zO+rw0rLdSD0YKP9JJhLvXTJce8/bWxQpKjRuuPU45Tsf+4Sfa60df1UYfOUDtE4apI2OylEwpYwVrC2YclQyXuOmJqMPmuku0/NHPm9E0V+M2+5zKqZnWB2s4lu43eIxu9me9svueXh/Cq+f9568L1RMLhgQC6JYmhIVxWVJhEmZSZtIl6sOkyKDi2QMwOQzNBi0maISG3eQwA5ECFCIKEi+J6ABCjYJAkFCIHiUBYAKUBQrSlRaMjMHlCgmPiugQighgDZcQLMYTeQkhI2woGfIQcUKBIMTkYdmHyA8KG0ZHYDBqMB7oH0zOhI8xxNIRngDCz3IWgPJDkJmgCY/TR0Kv9AnGpj0UDQqGflA/EwARDsKRKDK8FBQ5AkSbGHjQGWufUChLV4Q5qRPPmH0KeLm8+QLOLKVRFjpAf6JvXCMIGIzkJWICjhgV0B3a4En6ng0MFNqm3/Sf8cZ4pH4mA8bb9zKw7AQNMJBog7Ej4oUQewQIWvFmD/1nSRBlTHgfumEc4uHhucJbGGgsmdJn+kt5yjLeANcu4O86bEhSrFlux0xpIHxF0z98yTO/ql1z/nKnXrzmdnW9slhEeWtMIfKdHp7HDd+yGTPJWAV/QsaxZELt2R7la5OqmTBSE3fZRqN3204jtpimQU1DwhKWTV3BkyqYkFvJEP3BCNvwt9D/s+CTDql6suWIbMCn3OceY47SRzcwuTKO8CeTAsod2SEPeocjxjqRCAwdvGTA6wHcAPF2iQ5Sr++FA6pxgn+QNfgbw4eJsxrIQ5vgQUSJfGyaZqKrdvYcvG3A+0yf0J3gBoAr9/ycOrimHSZLHB9kE2O+2vlChpm0Wd72tilPQiaZkJk4ec6kjOyQz9ujPDLE3kkMLRwyAP1FXTh06At0Nf1E30Fnpy953Ohj+wA6Bvpxj83l1I+DiHH0RkB90IP+Uid0cQOKugDuuzHntBoIjhd7/jDYoBfXTmcHojEssxO1cieOuQWewGkdmH8gOK+g09BhXOOosu+G+wA4MkbgDF0ZP+olgRt6HSOHVQjoDy+iN7nPnAke5KMOEvVRD/2BNjzjnvPIvwMBZ0vJyIyJQqS+9h6tW7ZG7c/P0YJHH9OSF8y5Xr5adYm06aOy6pMsJVlB6GCH3jgvUVT0LA6fvzIekg1fPl4KXz1OmrJrz/aq2GAG9ohB2uaAPTXjoH3UOGWcyrUswSfCl5TZE8QI11A5wx/Hsc+rt6tdnUt+oTVL79DQIZtq5PSzVKrZPNCf5k3dUdr+kDfMnnAwMMMR08f6SF5SNbwlY4csPhCce+LaK/Rr8vk5DAzzkod7Dn7u+aufe1nA75M4Jy/gzweCC6bjAOOhoFhycsb2Ov1IXp45HtVtejtenz8H/Hmw4O0eG1Mhdtomslgsa2OX1LXX3ayVi1/VaZ/7orVhZexZOTJ6GDOUivmAKz8pEEWmSGIJJeIpew5ONiGa98+PVUb23DDQNdf/Sdm+knbcflddaMbid7/3TTNG6qxOYzxjSnB0elYLfnU/OAe8D67AAO+LK0lw8z5z9Pq9jup6yUNdHD1PNZ0c/L7X6Xh6ecCfOf60Cy7k5X41Dl6Xn7+bkO9vE6ysVWwcTioyZlDgOWvMDJqNGRGgkhkw+bVteumxv6v7ijs196XZISqDN1TBF3rFLLt52mU7N48rRfTGpLkQldRnqZhJaMjIEYpvvbEmbDpVYzbdWEOmjDdFYkqwDm/dqjHjBx8rbh4VYNxq/xsdwxU4ouAG0sefAlXPqm9Xn//z3P7fwMfWj4yX84ff8+eePHKIsU9eJlmMdiZvvOrqvHjMTLIsA2F8cI/oLZM94X4mAu7RBnkxnIji+vKP10M7GEs4Hix5EIUiSokBXQ3kJWqJYY6jQASKlxCY5MGRerx/gLdB+4DzLA4Ejh1GO8Y+fM0ExqTrNHG6AJThmrqps/pZ9Tn1uFFQDcgReZBjB8p5XfSDI4YO+arb8Lo4B2ccOZYTMZC8DvByHPxYDdXPAcoB3HOewAHiCI7QxOvlPs4gRgxRd4w3nEIv70fq9Kg/BjDnRN2ow/viedgYTEQQfiLSjTPNnAAvOW6vB+DlR5xWHE94gtfynW7VddA/+sAY8Jz+wZfQHMf8duMfK2GO4BaGzzGaNHlSmK7Zr0fKlCtzV65QWWara6g3w6Gyv4jeV1atrW/9f7zFhMMTwDLwlhQp6BfuU8jmnNCI6fbSuk51LVquZa+8puUvvqK1cxeob+lqyYyeulI8RJyNhGEOYqmLJaXKsVJ3rV2k7AKDJpey+b1fJ7A3J0Uz6LukzYFDmzRuq001cddtNGrWVqoZNTgYPmwO4i/JhwJZ/gqfcbU2rQXjTEXdK9W2+H51r/61oduhIcOPVvPkUxRrbLHOk4cumRMQumYNMvkZ/EMKyfGP8R84vm/J2PnfBnSJiRvGQaESNYDxvKsDifBvQ66k3qRxQbxH6Sz7LWxc61JasOI1FdqK2njzTWwCs5tm1BRLBTOMKiHOWNQY1inL5bziNnBRlLUJy7z3mFn6xklxY5xygY/vmRdXKOq+Rx7WymXtOmD/Q82LalAxIuJmzGhCkjRr/D149wBeAjYkRBuCal5DCSbaclrx+LN69JqbtOjRZ5Xp4eNbNkFTr/ECxggl+GYELVUMFntkB9MzZvzw7oLdT9mAtwzR4M2naPreO2viVtOUbBlqHlPlm1EowIRNWuVgdIOrTT7hSeUaw7xfJXALBMPTSu8qAOqhTKVgAPjs3QTohXNClIAlTpaxqwEaMvkSBWafIIYMkUmMCaK8lGGyZpyIArKUQ4SWKHRwSIzGJDbosxTGW4c8Y+mGo+/zcMCQwMhhaZ1IK9FboiZc49l7tOj1gP5AbyKlRDUBJnaMDPpGNJWle/B1XmGSZKJnUnYjkHbpO5Om58WQok/0l6VdzonmcKTN4EQZcE4Z7xcTMfV4HlK1ccQ5dXLN0jxL3Oy9gxaUcYOSOr0s0RPwI0JBHUQg2C8FEC0nmkdZyhG1xXhkiZJIEPQg8YylTgxJtjhAH6L+LPtDe/JQtwP18fIDG3OJkBARBs+gU+0ZAE7QEoMIGhFpJgLENdE5jCjafSOgLuqhv0TZWUGgLFH16rYcuKb/JOr28QBHaIdTU8iaI5wrmMAZDa0Oln2I1LL0kyob7e1+Pl9Q2vpbb7ySMscYWQbVRAxdUaFliXG1MvQA8yfIuykL/B6bOaTegqJ1XeoxY2bh7Fc076ln1f7cy4qtaA34QdOB+MfNALFeVF7AsGQqKThtvGKOkRNZ/bwtChoBIcMlb5oDRz9r81vLFptpk71315Rdt1XTxmMUNVSWmiqGSaV+4x7rq82BEWZaxubFPiXzS9W+4mG1zr1FtcVl6oil1TJtNw0ee7Shs6kVtAYSOVAz+MfHeTc0fgP7VA3/Z40dBLFa6P3IszciyL8C5bayeeFLlO25RR02cIlCrRprp6mxZRfl4yOVMeOm2LdSvcsfVKzwmlnxhkOyQZmN9jXLfbPKB+0SK9TXe7/WrGzTmHF2PzkJKTCmMMW36jkVbXIsxJardvAg1TbuqJrUFsZ8tcaUJjTWnWTsXZ6N/n8OKDwA3nk7/EM58vMTEuEbFl05dc9dpDl3PqBX731E3aaM+IZFKRMPzzGUUS6ogqBTrClSnz1I2RhHVk/gb1Mi+WRMqUENGjRmtIbP3EwTN5um+snj1TRiiGoaaqTalCmhonIY2qaYwJpvbDChVZa/DB+7xxOUAAl9FxLn/Yn7jZy8i+ByyZFUbXgA0JFJi2VPIjF4yyyZY9BgsPiYUI5lBwwT9j6wpEpZr5dldCZxDCf21zBp8rVyjI9qQH+wvE30h6UdogwnnHBCyMvkxSTo+mVD4OPOvhvwxUACZxITORuyfSsAOFMfm1eJQrCEzTVLV/SPZWOfXLkPsATHBE90CyCShdGGEUFe2gc/DBzegsOAYAkKY4vleQxG3uBhPxAAHpQhKsaSNUYGeGLEsIUAg8KXqbx+omosE9Enol0s0/BmJktgGEjsT6QseJCfpTYMPNplaQfgGf1iOwNLPZdddlkYF5asGUeW1zzqRj7aZmxoA2OCpX+2KxCxYe+S051EPown6mS5DVpBU8oQaWFcqwEaVAN1UJ+fE+WCdiy9YrwMBPK4cURd0NKNUvL3mCxG5rSmTbqRdaIalnE9vl288GAo4NjWps0wTteYE2syX+o3WIlkgCOybPkxjCJzZojA9Hb3qHfVOvW+skhL5s7Tirnz1f3aUkWrOxTv7FNNyfIbu5YsUZePd6i3H4xyJvtGY5qw5PrBIRgu1r+k3S2aQZZorlPd5I00fLvNNHnvWRoxZbwSQ5rC98hKRJlN1+BcYTAxx/G1eYyoFIZZCcNvkbKrH1b74jtV7J5t+PVI9eM0euLxqh2xl2VssrnS2g1rXBg58Mo/8B04XgB0eT34P2nsOIPC7HQer2DgwL6TkC28oNaF39OQpoOUqTvGDJnl6lrwDeUzg5WadJzq+qSF83+rEYO3VFPj4TZIdSp0Pqvl7X/U2GkfMQ7cUSsW32/G0uVKxvMav8lpxsjbW+rUivk/VvPgqaqzwY9HC7Tk1TuVTDdo1GQrF41SziZBBAIGfA/ePahWem8kUA6IVVBI/eLVawKLxxUMUxP8cs5Uy5puLbnvMT3+19vV9fjc9WvgrIeXTTH0Jc3IMYeWjYB1+VJQEDXmEZGPPECo3/JG2cp6eb4xo+ZNJ2j0tptr5NabatCUcaodNkg18WT4jg+vh8YyKVNGhgieoSkmAsl1fDrage55F/uPwel7F8EnCJ/8BqolnruBgRwzibjSZjIBeE5Z9gJh6JAwKHhOefZKYLxgsPDWEZM5e4mIQLBhGEPAgfqZsNlTRzSCt6doC6OIqJHj+UbAZMcESVsYJ9SPLvJIBfhTB3qK6BQvPLCvEAMHYI8i+3jADQPIacIeI5bzMAowkCiP8cLSE0s3RIM8EsILDRiFRCbYC4fhxIZu9jRhmPheOxK4YASyOZZlPiIr5GXZjzrYv8QeRmhD/eyFmTVrVugn+PCcNjBI2XeC0YRRw7jQV/bMsDeKPYD0ExoyNjwj8sIzDEyufSx5TsSP9sgPntCEdvn0B3suOWdpkD2f7DOEHs4b0J4oGZFA6sTIYY8hfcc4qgaXcQfa557XxYZhIl5soqedgePveblPftrz/TdclzPGh2bIJM0I4AeFebuS+wBl0nlr347sx0vWmbNSk1YJA8Gm+5hpjxpzWlguKnbnlF3XrZXL1qiwYJm6nnxOC16cq+yClYrzO3xWZ8qMq0QyESJA9IptEeEncLBg+mEg/nxU0O6G/TcZ/CPLityjf/j4YMyMrqKNfd3GY7TRzjM10Qyc0VtOU7qpIRhBkRlrUaJkxlfK+mBjRV1WHueNPY3lRJ8ZTGYAdvcqu+hR9S69yep73Gwi62GxTlHLdI2YfrQyNXtZW03WdyuY5C0/4x/xLSpoC6YVcNpVw8A+VcO7M/v/PwYYjoQ17ULP9bsFXclBGjXuCvOmP6Ko1hSHWeXxsjFBfqTqNFO5pfdqcENMjRvtqELDMBvAeqVGTFM8XVBv2zwT4k4zaIZoUssBZoHXB6YiRFnSayr3FlQzcqZi6dHGsLto5ISD1NreZYbQy2b15szIYQp9/QF+D94ZQIhckDYkZAPB83q5ehullB3xnnJmaJRrjUc3atL4D+6rw37wVR189ulq3mYTdQ5Kqd2sIdbDeXWzPsdn1ePBM6uxOuBiux08pILl4fe5UERdzaZgGtJ4L+qYvUBPX3ytbj/lPN13/Lma/Zmf6KUrb9HSFxare1mXkl0l1WbNsEK55nhNtqi+qKCsqSgihairoLzoZrFf4w0AaPBG6e0C8slkBmyoPM/dQAB88nNDx+nMhMNbN0ymRCX8HhEOXoxgUzx7+NiEz2ZojBEmYYwBgLYpwx4NliyY3Jn8ic7QJse3YujQJpMc9frSHJv7MS74XAP9IA8TM3URyUBfET3y+v1NIAwdgDLgR5SIshgTGF4YRbxVRVvsK6IeHweWLFwHsj8J446yGHIcAdqiTZaSKE99/nIHS3AYYURlMBToE0DdGG3sRWJ5h02/RN5YOsJwYZmIlymo28cWvDASMMC4dlqTwIV7HLnv4wp9uF/9jI3UjBlviGI4YWwRwcEYoV+A953IGtEl8KLvLEOCj9OyOm0IyAeAI9E43lIjIsT1QABHv+9HaMR96snYhF+bqIwFy1Y4J4VMQt2JsnqSkYp8xZhkuLB3r9a60miy38jPTC5bq8UPvaAnL75GN331+7r65C/rNksPff3HeuWq25V5fqkG9UWqS2VUT0QoFjfRtfpN1xSTFR3Bchl4eXLwaxyo2hjf7TJDjW0VqYR6YyW1R/nwC+Y1MyZp+y+foEN++FXt+fVTNXavbRUb3mR9sBmojr1F5nKXbM61WSlt9aWICUPXuOmSVNbG5lV1L7leq574kdoX/tLmswcUS7WrLz5c6ZYjNXb6OTaH7hfmx3LGxiRl5WJ8SNMMHd7AsLoGjld1f0hvBJWRfA/+LUhHY9SXaVOpdp2N62r1rnpIa3rnKzNyuuK5bsXXzVddzf7qLW+uzsR85erNWDGruyaxtbKt/FB9QbWDJ9jgb6JS1qxkmbIyszqnVYqVc2bYssbZY8yK4sqroabHLOFOM3hswI0ZjTX7MXkP/scCERubW/i8OcoEgyV8qt0cuMTE4Rr6sX20/yXf0sG/+5amfOJwlTYfo56MeUaFsho7TeEzL9l4F41b8uad8X0MIj9Zq4Pzhlx5fao3I2ZIIq2mWEI9y1fqpUce08Pn/153n3KWbjz5DN142tm677u/1Jxr7lTPw7NV/8rq8CvuuZ6suru61ZPtU58hnDXe6jZPrcc8Lyaa6jRQyQxM/2kAJ4CJnckZ750JE1yYoElETDBcWIZCWTJpsRyC58/kCZCfZxhK7DFhmYvoBksXPHPDw9t7PSAvky0TPhuoiVjw7Rz2GbHsRhvk8cQkzKZlvgnjEyybb3kT0+kNUI5NvERBMNx4Rn7e9gQ3DAAHJn7yYzBguBHJ4m1Tr6saqIdlHgwm8jJJQzPoSdSGeqAH4IaH70VhaYp8RHZ8jyRGEMYTQHuUJ/pCpI19U94n7pPoN0YhUSPaBWeW0oiokdf7Qtv+SQ2MJvrEPhyW8YgocU0+yoAT/YWuRO/4DIFvNPY3dN9N8KjVejCcWIZGlonQ1pfiqjMDZXA+qaE5Mw2s74W1rSosXKnFDzyjJ351rR44/fu6/8Nf1q0Hf0ZPHHum5nz7d+q98RGlZi/R4J6i+HntWG1S3Xaypq6sFQ0cpY5MxRkiClxbkJpsGsHY2hD4GJByUdHmKKunPtKasQ2q3Xumdv7SifrQz/9L7/vddzTtc8eoYdtNrDJzPEoJM8rMaDQzotNSzgwsosQy5ylZziqjVqXLr6rYca/WvPo7rXj8QrW+cKmi7L1KpZeqp9ioXN1uGrHZ5zV85mkq10xTsVyHhrM626hR8bI5cOySJj5VFZX6V+D/5DLWfxqiHjM36pYpX3xa7XP+rninNGzG4YoaNzdruaie505UbNRHlBnyfrNW25TOmaVqVvualeebVdyhYeO/YANqXLr0Ya1deqdGbXOMiqlpNiG+oLVP/V51I2aqecQsmx3z6lx1kzpb52nM9M8aJ89UNsNr5DaJhl90eg/eLRgoJhuaMN4ICsV8CF/b1Bauw3o7y082dhWb1ZSNndsd4smKr27Xmqdma94DT+ilh59QtGCFGcPx8FqnNV5pn3JWV2VtvYIfRlQ4C2FrqzNkqoSmyUybBfParAkVTCkRtGkcMliNM6aFPT8TNp+qIRPGGAM3q1jLz18YbxteLJVWg0cLHP5JqRv8p9UK7UETJkomRI7gxKTnHrdHCbhH4jn3mGCZtHkGcJ/yRA1484vIAfmZVNlTw0Tudb4egA9LKOyJwchiTwr1UsZx4ghwnzeeMKpYGmK5i3tstMaowShzeoIvm6uJUrBsQ15wZbmN/Tq8dcRSEvVjIGC8YAgwwXPNpzl4jZrNvXwzC0PFAWOGDxoSeSI/9ZJYxmIPFO0SFYNW3AcHloIwLllCYz8M+3iIMoEDxgXRIB8bjD/y0m8iVhgD8BHX0JklRowR9gdhJGIUYsQRTcP4croRuQN3okkYTwCvcWNU8gFAolHgR7uUIYEb44wBifHDPWhcDU5jh4HjyzV5BuZzGJjf21+/lGWyl06kwlJUIltUrCur7Kp2rZi3SItffU3d817TmsVL1bl2nWL2PGWOTsam/LQphppkStly/28XojfsyBIV8h7ashQPF5U+OSaOaeXarjawjLWeVnZdbqjVxG230OTdt9eYWVsp1TJYpUbjMcsafi4ibgacqSA2JmPYoM/s0vpJhTbO5iQlYzjorcq1v6K2ZU+oZ8ljShSWKpkmIl0yXZhTLDVCg0fup6GT3m/W2DiV4xmjT0VJgVfQaWWrGaUYNhD1GfbI5z/vlRpI8zeC94yddwCK7QV15W7QqtYHNaZxNzUM3tMmiqTZpbBBvUovf1ql9FYaPOZ4m+RssrFBTCWXaMFrV2hQ4xjVtXwkrFtq9V+1etHT2mjb481Knmps02NW+Ty1L5mnbF9Oqdp1KmcXKp4eoeHjjjOJabHJyKxfUwCJql3q78E7D28mJm8kdCi8UvczKiVblKwZYmObVClKhRFjj44SXSaIjSbM1gaKDEViZcL3c/ry6l3TqtbnXtXch54wA2iOSovWKNlr1jLfq0DxJC2fKYrgV5nRxAfDgk4znNB/phLVaG4ea/Z+HXSTKfuKsRUZT/aHrpNmUDXUq27UMOPXURo6ZqSGjB+rxMYjlW5pUX1dRnWmEEu1qfAFVt7EYLN0Q5GJvLLMxlI7GxMT7C6ELlZ/+D6H5WPRFQwqatJuYemFMnafGwYBR4r1n3OkT75P6b8B+S0Xkwl9Wa/EjYbhjRW7h77E1ESxM2H6eJKXc9KGxpAJnSUwgNeb3cjb0GRZDdRHNMi/38WeEZZ2eDsJA4jIk+NAXbwij6HChlw2+rLMxt4joip884u2wLtoxg5GGJt3WbbxTbl8kZ39OCx98dMI9JP7LC2xdMYbUHzQDmPDP97KV9rZ94PRgSFAP1mS4s0ulrMwsjD0wIO2iEqxvAUuTjPaZ3mON6loFxoS3eG7PkTHiGg5rchPHgwi8tAuhhPPaIePKbKvivaJ2mBUYvywdyjQ2sa3WCjq2+d9WzVm/Jz51TMD/XzcVphBw0bs2lo+1BieqGwTNPzBm0986C7cRj7sELjVeYojTAJUqrNb/ScGQTZNRYcRt3owNoKQWb0Vp0LK2jVfWY/HzEhhN3DRDJ3uPnW1dyq/rlXZV1cot2q11q1YZUbNMnWvXKt8e7fKXb3hx3/DjyBYvSFZXwHqBiGaC/jYNffi/Rt1Ky1XUA4l7L9wbrcxUNj7F15QSCWULpi+scRLCnzlGNlNDmpQzcghmrTVFmrabJQm7TRdqaGjFGscpChR0QfUU4oKSpoOSRDJMZ2T41nYOFw288P0jglqFPWqt2+BimueU9/qx1RsnWvKqUPpmGm6qFY98YL60nGbH6dr9IT9lRq8k9FxuCFLfysrFJUNyEnDvyKXoXthXGiLZxWHxGFDMvt68J6x8w5AsWOxXpv7C42dyteZP2ATTr1i9QVjlg7znoeovPivWtN2n0ZucbhSud3ED47kolv06py/adNxpypWM1OxTJfK627W2oUvatgWR5vlOzOMcyLeaYKw1E7a1d32ipYvWayJ0w6xdqbb07RNCijptzfo78G/DwPFZiD9ee73UPY2k6i96y+mOFaqccj+5qltaWNaCdiy/a4mxo/iZkxtNFgBNi4GHVABO+bKJaXNAiit6dKKh57Wgrsf1aLHn1N+TXv4cb5YrSldm8DM71LKlBmTImv0GA0cBwLKsBowJLjn/cJw4HVSlrMi1vrNnattalTDsMEaNWWChk8er4ZpU1Q/qsWMnzqzu+v7DSlTjOgjXpntb5vNlc2mMcOXnqnb8OQccMyyZrhV7lTwQL8FHWeJPESYij4ZbQAI1/MBtJDDK/1/CNCR17LZmEyEh1fkfdmFr6NjNADOI0RdWIbhJwOIPBANIB9vjhGNwDBwI409KxgAGGK+DMfbSERleDUffvNxpF6+KcOGYzbWYuAQocJo48vnGDfkBw94BmODTcoYaexnYiMvZfgoHxul/acXyE8b1MWRN56IEmG08OFZvmVDJIelKHB3fIhwsTSFsYOhQ8QmGDIGtM9SGhEtIjZ8IoA8LH9hjCVYJrG81EX7GNTVwLLNGwGGCPwJwKvBYOE8/P+PI3dDwijipl3wtfQ+ToxWScPBsAgGeGDJUG9MPSu6Km9FLV2h3vkLtWbOK2pdskIdK9eo2wyeqD9CmDb5zCRSgV+p32WPfXhvBKV+A+f1oGgV4XikeJHBjJKEGVvhZQYrh3HbazqkWGOmSW1GIzeboomztlbLzlurecoYxZtrjECVyDPfdouncRz4FAqUoJN2X3yMMm/3Gw3f2n75LNnYrFLP6lfUsepBdbY+p0S2W43xvPWvT3FzcnrMUMqbPsk0bqLhEw5Uw2jTffGxRrOmMA6B1iqEtjF0HJxnqsHl5V+B94yddwDKa1/Ta4t+rsEb1Zhy38q4rsUmiE7V1Q1WQ93WUndZK5ddqGJpjRKD91VNoVdrW5/R0I3qNLj5o1bBRurMz1Z5zd3Kty5WYvyeamzaTZmUedBarp6+eeprX6L2NSs1ZvLmNulsq1ihJXyTJRY8ZuOdflzeg/8MDBSbgULo3ixQydtu2nipOuffrd41L6tu3AwzFPZVOTNRXRgD69VwxSAAKFepgSgPG9aj4J3y6qo6s+qdt0JL7zSj5/7Htey1V5Xt7Qu/KIzKSif/8V0pPMHuGrwvBL7CKxz9PEC/4vbWUULBWDElxQcOh+RThkVkRlcxeHq9pYJSdTVqHNSsMePGKtpqsoaNGa1GM4QyLUPVZB5jqiGjrFXKb+40mhvJxzTDG2AYYf1LaXjrtJMLWNtjS6g7JgD2NgSFao5pAUUePuca2H390c/JS5n14Of9xzC5re/suw/wAxOMRzQwVJiwuc/RI0Q8d97BwOGtLN74IQLEr7Dzund1JAogP9ERjBdehcY44tV4Ns/6sg51UTdtEVliiYjlNOrBQOKtLZbNMHY8H0YJr5Gz1MVmZpaSiM7wlXa+vO7fpiE53mwEJ3rkS1fcJ8LEkpjvp/H+IxNEj8CNuriHMeP9BwfKe/6iGT88pxy05PMa8A0GTzDsDV+HMGkaiTg6VJ8jXamsZeCeJ/jQjuTjeY8dw21L1EyUlJ+FoV7ko5Cyp0UzGPry6m7tUk9rp7oXLFV2+SotfnmeUi8v0+rlK9TX1R3euAwGOHWYEcESdk9NxUgLy0GMKV9T7x9W2sXBeCPIm+wAXqZibNjRDpRkLyC4c04ELERyrc6+Ql6Ng5vVPG2Shm47XVN230nN40YpM3Kw6Z84OypMrxh9DOcaiGEVRjGWzCrLSirXBgJhSDHn8PuAKueVz61Udu2Tyi+9T7nW2fbcHK+08UXO8pnHE0/UqNeErlBTp2GTJmnY6MOs37OMwBmrvxJp46OqmFEmHfTA0rts7MBIeAC84rehBt6DN4aYCWki+YyK0VLFizZtlett3MqqqRut+rrpxid4L8vV2/ms8r3tSiealawdrXSDTRKJQTaqfepY94QJ1zLzJrLGUCPUMHhzY5aMWcqvmdJYq+ZBI21iGWqWsqXYEBsn85yN2yNjVSx38+f7sakA48i4onBcgbwHrw8DhQhvEq+z2isFgrJ6C0JYbewAxWiFEqWRpghyyrffplXLrlSuWNCwjQ5W09A9FaVHKZYwQTelyOxuqhWNYxXzxVBTlj12aYZt2Sb8nFWLJ2mYGc+YodDerWjhaq18aY5ee+5FrZj7mjoWL1eiJ690wby84EX2e/uGJyFyKxaWrYJm5D8UHGdkscSeIjxninDkDTIyhHt4vPTXHlInE0+NoUsUJ2FeY6y+RjVDm9UwfIhqRvKmxQg1TR6uxpEjNGTEMNU3NyqqSalk+TCgIqMTPBzA6g1nQfGDEdhVJhyUO3QN9yx/QIELcOC8H0eu13v9lSoq0H/rPwHgyYSGDDrPwA9h0h7AU9Xg9wNd++uo5iXuU5/TgUgKutuNB+57m5ShLSJBGES8CcVzDA50PctFXq/j5m2iNzA+kAPKUQ/PvC+Oh+NLeb8P8MyT48p50QwYEkAZZMzL+BHg3Ot3nMIr2HbPwc9DKcuHgVEps/5uGPPAP3balTC6hFs2FnbkQ54cw1N42mb9mBkgyhdU6upTV2u7pQ51rF5nhk2byotXq2f1GnWsses1bWYdma7uzlp+vpcfU3dtZakRBAL/8VYtdQeETF7Llb0xlQ99VvAL/4NUOPrJhiFZCrWFMjZx83+oJ7RFvWZY4djwuYpEyyA1TRmrxqljNXHrLTR44lg1TBitqD5jD5PBuAF4YSKNGjA9UUjY2BgR4zHe6qx86DREt8ISUsHkvkfl3nXq7pyjvtan1Nf2vCIzeBKFrFJltlJYXiMor4z3mlUUqxujhhHbm2G1p811UwzH4ZaM902QK3MXXa44Z+FDheAUuhKoskGoHv+3C7EFCxZE7OAnFErY8T14+9A0eJQOOnBnpVM2wOUaGy8b8bgxh2noKEopbwOUVNYGtdMY0ia0Mrs1asKHlwrGGHikSWOqYE2j/stswkJ8YGZC/ryeCgNYvVYfx/AjaDFrQ712ha//jw3KriB4G4JXWhHAN2Kg9+C/CxHKnQmCV4bxjPEwK4rKRuVfELjI9AXL+JU1eOOF4pNqXXidVrz0jDKxMWraejsNa5luxuxUUzSmlIqmAmzypgw2T9aUAUG8YNJaFegGEtEKaoxKRXtm3pQp3ti6LnXOX6L5Dz2hBc++FLzOxlWdIZqAccEXlitv8llB6wv7Wgo20QG0BaBWMS645Jjt9yr9nhsfQDi3m9Cn8mdgN4pWJ1co99aITYkJpepqlWioVfOoFjVNGKMRI4Zr9Pixqt+oRfWNDUoPalZsUIMZdYYBr+FCA6qzI54r+GLYUDfnwcs31FD+jk/oQ8haKQte9Acz8v8qBNpbKvYbE4w1PBxoAN0M/hW+/XfB23SDB8MMIwoAR4yd1wM3rgCO7IlhQLFp0Y1M7ta58AzDid9bIgMlArfas8pLAXZqhkdvwYwPoiqFouK9feYMZJU1g6ZzXbvaVq/VknmLtXrpMjNk1qnc3qlid+WbMLGi4W64NJeTxtbmWJosBOM8GALgUgGWagCXoYGQsrb9GcfKqLx+fu+7j22d6QS+lUW0hr00WXOWMADz5aIamhqVGmNOxaYTtN3uO2v4xhOVGjtSqrX5hu/78BdE3OYCdAbtGz3RJzEEyrpYiBnv2HyUMmMnyHmZSJsZdebEd7bPVuuSJ6U1r6nY12Gl+mz8MK7KJosmWwmTa5unCoaTEqM0ZKPtNdiMnFjtBJuyRlTmNKs7MquGdq1SkDHamc7iJ5S4DDSp3Ke/9N9p8E5A7PLLL48IVfI9Cf8uhVv778Fbg3wsoxFDGm2EspWd6PjN5pGXzQDht7AI18eNOVC4sWJNGOeYDXw5Ycm4DmoTMmQiAkyUbPDZ+AaLYmknzSD6R3gPzojCZ5cxdvDx2SL2j8iOe3YoC97GeCNP8j2owED64NnyhguvJLNfgQ/ROR3/JSEk8mEDzXIMnxhM8lMfubXqW3CLVi+5QWtLy0xhTVPz0D00YuTeiteOCfzDL/wyoXeYpYMJnLHiLNnYwwqguOzAZmGMASZ9JgE2EiprPNLWpbVzX9UKM3xmP/+CFs9/zfRUIfzicUMyo4TlRZkHg9i6RKg6UML658tI9BR+DLct8bxyjzsV6EgVbQKo0AU+5wdPwx4L7hlOjX1WrylplrT4aBp7lcx/NlQKytRklBtcr4bBzco0N6lmlCntEUNVP3RQ+F2wocOGqmnUcNUMaiLkpnI62f9RRDpt+HBqOARjqIK9tYAzwDP7z/6BU6UH/zcBvkTeMSaQf4xzjAno77z9tnn2HQBv3xMRJV+uwtAhvR5e1REqgLeFMDrYexPUX7jJ8KIrka3KLUQsli8o1pdTqatb7WvXqceOudmLtW71anWuXqfOZSuVW9dmz3tUsnz8hEOfFWQjcyZhdLN2+GI5/B8iDzSFkWF9wOCAv8L+oX7UoXBD/4c5K9SG9/5xDpSZ7PvPAc4pvv5ef10O9J++Ow3zlpF9PXyDi5cSUk31GjlxnCZOn6Ypm5ru2GqaysMbFa/n9W3LbPWBUXAEgnFmN6BbuFk5ItZ+mz7HzSuLsdcm6lA5u0wd657RmhWPK9szX6lsj+rM2eYTthQuEanCd0+VlYvylurUOGRLjRm3uzJDdrT+jzS8K/tKwws4hKED9DduxyCV/brln6lVgXeSZ2Nz5syJeL0RZYewvGfovH0oxzpM+JosmeTZoMeYJcxAifhCpvkbWMGx0mAbfISDNzsq0RhFzZZgSvIzERAIJMpjl1jwsGyYMOwaBnGmYC2VMiFUwEO7XzVsjCPC4WPK+Xvj+vYAmkE7DB7/VWw2TLqMvG0hjPA7+YJophK14bXKEIpYpb7ul1V++TqtXfmqcokeFWprVDtsmgYP20kNg3ZSOjleJbwf5nZLGM986w9Av5MsQ+ATeIaIoXFHmAAIQwdjwCbBeE+vupat1rqXF2nF03PU8fzL6luyWvnOHlNsZn6YAVFOGg8STYGtrJIwcVgqw2MG3IflANoIessgXax8HM+VPx9GCyxr5/BuiFzywPIE3OyKvzjtWd5UwcraX/jiqzXFB9GCC48XbUZm2SbuRFNDeFMs1dwglsiaRwxT07DBahg6JHzcrGaQPTfaJetqlWms/K5Qwgwj9goF/u/H7f8iMDEWbQwwJBgHjAjk3ydK4J2cON4K0B7yAl4krjm6EYPz4HhuCFzWwD+U68vb0Qy63myIupQ7u9W7rl09bZ1qW9eq5NJWtdox19GtfHuXSvY8ZnnLPWb0UD5uZrbpVfiR9jFWnCdoh68Gw5u0R57An5YPfME1fIG8H9zQpzjnpHxVP8Lj/0Zu2u4HyxAkirLhhp0OyO80803a8c0naNjkCeHTEGO33FTpIU3mHNSrPLjBnBQzG6wuDDO3H3BcwnIvbVginsZCHk4Ty1fcI3uQR7so51pV6HzB6PmiOtueVrHLDJxij8lm0o71KiTjKqRsfot6zOCs7AkrlhpMPkeqaeTm5qTspJrhM82Jb7B2GozWRj+rO2HzVZw5i4biOPvWqCX++BeiPcSouIees74AfnynIGbCETGQbwR5s+jgi47uNtU01YVoQdOgRi1etjQwJP3IjBmjSenBKsRTqjGE4zanlwabd5ir7B1J2MTPF3/LZn7HSpWNZuuK7Vrd85o2H7atspke1bYZkfj6kRE+0V2jjsa1aoyGqZTLm1WZVrE5r954l+pzg8yWiKsn3qOG3npWfBjlQLQSu8XtMhm39mzES3itNrmsyi4Nr9uNb5wcmLkz2aOkCVp9b0rsPo9lTDATJa3tWquujg6NGz3eLPuMdd6YJJ1TVt16dQlfLY5r2qjNlCoTtqNhYxIs1pIJJR51OmHWd86KFc0KrjcPI6bWxBo1JZsUz6XIHsKgkVnD4GFzoCljUwh9xbABj9C9sjH11Lfa4CRVF2uwAoZb1niFdYx0yWiY1+LlSzV65Ljw+ykIZY4lLatvTc8KdbX1hDc4UrzeXDbPicnL6NBT6tbiNQu1WcsMs8jhfmMxlj8yaTs1BZK0c7POl6xdpGJNXlPqWVIxD5xwZpLf4YoqQhJ6XVBn9zotXP2K1pa6VFffpE1GTzPBSKmWlyiNceNMYDVFPg1lw5MygbGyGRufHpZkapW1NpDMmnzSFEVvYH4YvBg3QcoT9rT81vdEKaMi72hb+VIQHHtgkyc8VJusU3e818bbJkncnkRGdcZjeD/hrQJozGfMjSvCPhSrD6njtegQrUDwADutBmjpRzaMsiR46KGHBqUHz7+egnbw8g5vJriRjUW+7QktnXOJKegHjb/W2N1axTNTguGTHnW0MoNGK5keZmNlCs54j75hRNC7yrq60cjogPFrT+wqzR07r0SEAMeCN6KUzarHJot5z7+gxjvm6+Xnn1d7W1sI6fNdD5Qh0Rm+xtqdZqzs2ugF68SNn1IoUmTHrkvGmzSBIUQEB0WLUcY3erhfZ7wQnlkKypUhtGO4ttRQqf4tQ5AdS0WbEMJ4WM+YmOI2PjUNdUqbUVTb3Gj6qt501SBFY4YqMW6oUnaeNKMpY4ZRelCT0vV8GC+pZI1NumYUhY3DVk8FRzsa8rSTMgZxgy1mY29SGPrHNQnHNfB3Px+Rkwmkkt8ywtvhSaW+DQE84t48ebhen7e/rWC0GQRDoL8xlg7Cx+r6W6Ac+ZznQkTE6oFnqYM9VtXPA/S3E9oMjdm1/Qs5Ko+UC7/dVKE7fIH8Ec0D4IGeGJuIwcmeU9KcP36DLZ9D7xeVrTWZKVgee5bha7vZgnIF00t80LLXUmuvcsZ/xXxRaePBfHevSiwztbaF55lFrWFzs29yZuydPhzD2L0D4Ma886qfV6bu14fmHNLWX44ErdA3lsCPj38a1YMewgnhzUlq5LewWG4b2pG0PCX1mD1QO6lFzZuOV/2UMZq4/Uw1jhmt4oihqjNDnu0S1FfZ2lCV0GflivMAhKPdipvHwt7Oggkdi90VXiYDv7C+QN1dZtiselS5Nc8p2bvW+KPAVy1sUHkpIh0iNoVYnRqsTJ3NIb3xTvWmzRBrHKUhYw4yp+NwG++NCUJX5uLXAcerGv6JB99liJnQRG/WYG+xV0uWL9J9j9yvaVtupvmL52nnHWbp01/6jGbOmGlEiOnvKxfqJ6ecrZFjNjZjxwbLJrA16T41G1MX8WhVZ2Nu1mmR2b3LmCGrGx65Wzfce6+u/tol6lKbBmWHmlfbbXlNkeYb1VqzSo2locoacWv7GrVSi3XpLZfoUwd+Tvc8fo9WlVbpU3ueEgStbJNgie8J2MBefu3lGj1qtPbZeR+jcEx9xki/vO2nWr5omb5/8g9s+JJmKJkxYe009g1VLsMSUlH5WF5X/u0KzXtlns474ztK2iSbstwd5U598+fnKpe0fjBHrMnrvC9/V4Mbh1i7KBmUoQmaPSuZ4ZOPmddhjJS2ySpTqtFlD/5OG4+apm2mbhcm2WJkEz6Tsw1+spwyA9G8MWNU/jDXUlFG97x4h3kykfbYeq8QJmQHfN76WDSjZsWyBfrKeefowh/+VC21Q6y+tO565A61tZp3Myihu+68S6d+4jTdcetd+vLJXzE2N2PAxmFe+yv67Jmn6tof3aCa+prKUocLpQlgyYydulizzr7wGxoxcag+s99plcndjI9kqTb0qTfVa158WmZS6OrnrtaFl16o3WfuqmJrLvTjzM98TVdfc42mTd1Eu223u+Fm/oTxV8IMr7jNfD1pG8tSvRlhtepOdZmhHFednWfNcDUT2XgkYYZPn9J2zygUDK1MZM9TObuXsgmmZAZsSc+/9Jyeeu4ZffLYTwWj9/rrr9KM6dto001mWP0x5UzBEB1DoImwMeYmbcbN/ev4Rs/K9NPP+wNEoFow+VQ+ibdj8LCQlzeTmYGC/Wb5c8Z/iajbDLtVyq54Tu0LHlGu81UTUDN6jJ+yyQbV1I5VzeCZqhu2tRoGm3KpIVrIR9kx/BpDPd5K2LRo9DOLORxxMBgHMrC0w54dlLcNe5g08zbBlDp7lV29Ttklq7T62bnqmrdEq15ZoGxrhxId5inbJBlYhknTnA1X5vSUZaWw5GX1ckSZBk+Te/a8j+btiKxyP+S1a44A3wv6VyGMR8UqCREl/ESWy9j4XCDUbn915oCZ3V3xznnNnS/A1qTDkchRsr5OKQwkfr+qNqNy2uTZDCDuJ+rrlarPhMhRio3rdr/GjKQkS0XmKKQtb6wuraiWuuzcjCbaNuExOpljZ+fm34Q35ZgIg0VkeHJamZCMlnaLDeNxosHcs4fOQ/ApvSKf3bW//nv2vMTX1cObV5U3mxjLsHTXX0fw7KmkUlWAyhwJlTja//YPumEuV64xYC3105S8HGvMcS329IRb/EYS37CBJ3jzhz1UHauMd+w5hlgpRxTFsDZZLfZl1cdyepfd6+pSb2eXIuO3PjuWzfjheSFL9CUfluHCMpU1GXgHfrIeYFzx+YFq2RsoU28mY28G1tw/HQfWlq56Nzyc9Wf0fG01lYhVWM7lrvWfvUIANB/cxxTR/yvh1rmcOQiJhho1Dh+q4SNb1DttI02ZtomGThijzJBmNZhxI+O7MpEP63/G9HjF4MJQxRqpnDse6MawZIQmDYaPPWCjjpUPhpHpl3JuqXp7eFlmXniDKt+zWKXsaqO1IWdZYuzXKdvc0L/dIiw9pfrM2Ok0h9/0c+0ENTVvrUHDd1GmeZridcOMd3GscGlNy5pR9HowUCcC/+6YvR14S8ZOV7Fbc+fP0aVXXq69D9hb9z50jz75qU/q82d/QWd/9WxNbxmnY7/zBZ209xF6cvbLmjBqI2llu/b+2DG6/85bdecLd+ngmYfo/bseZoOR1zWPXKlH5jyiURuN08IXluuCz12o86/4nk5//5e0Wsv017/drFOOOl1LY6/pL3/4q1rjq/XZD56h6566Sj+96sc6cZdPaZOZ07Qst1iDV7Vo2mZTtNkmm+mWu28Jr7519naoZdRIbbf5dvrLzTdo3rK1Ko7pVtvadTr/hJ/o8b8/quvuvcImxqk66cBT1JPJ66bbb9QrC19WzdCMOtZ06tuf+Y5qY/U2yae0sHepPvq5Y3XUxz6gfXbbVy89NUc7bT5Lt995hxl3Ldpxy631x8uv1D577KuhLUP0hz//Pnyx84iDPqgRdS1Gm6O02ajN9ZVPnaVsvk9XXn+F8VGko4/6kDYft4Uu+tNF2mzT6br37vu1zbZbaacZO+sT3/q4MsZw53zym4oZz1/zp8vNa03p6GM/rHgurzO+93Ud9b4j9PJTL+nIo4/TqrZl4a2LVFNSt91yq774mS8bfrfrsx/5vJ569THdcPUNmrnXDP3hmkt07ff+otUdq3TdtX9WT75HH/nQMRpnY/jba36rZHeNFnUv1KTpE3TanqerbV2bLrntIn3ssBM1yBj7Jzf9QIdsf7g2H7qlfv/KH/S3B27Txaf8zEyfjD79jU/q8CMPt6FfrfHjJmjzMTN07XXXasWSJXrfgYdo25k76cLrf66h6RYzjooavolN0B1FHbnfh/T7m/+giVamZehI3XTfDWppGK1X572ikz95sp23aO6qufrLVX/R4BGDdeyHP6I58+bo+dnP69hDj9P8da/p+j9draaGITrqg8doRH2TLrry95q28WQ9+PB92mP3/TVr8510xWVX6IB9D9DUSUSs4Gz4vl8AB8gAgunCyWu+fOSN39h5o7B7NQwU7DeTsayZpKb6gm6Jl/Nm9KxV39J7tG7Jncp2vRy8wFicb1z02iyQVj45WnXDd9bglt3UMGha+MifYhnrFx/wwndmUjAcwiZ2M6ZL5nYZDuErqSR7ji6MW57IJrOcKU8mGd6uTZmiLOcth3mqcfO6+cmJnmdf1sL58/Xqi3PUtnSlyj1ZxXpzqkvYBG8zeFi5tXpDP80ACoaQ9YvJnZ73pphA7REo9R/dEOI6GAH/Avg4UZxJsbI0gSFQcSbCA4A2MTLsOiyV8QyDOKR4iMoQnQkTdTCXwKlinJAoU7CJm15h7FGW5zEzZvjBRawZzvkBxqQZQDEzdDCeilY3v4PEr9Ob0620GUvpWksmyzXkA41Uyp7FVCjlzYiyMmZIYHRhwFT2tdgEZPVkzPAK+NofUQyissFI4A2/YlG9ZvTQXdogeoMhUrD7RaJfhjv0CcshlifXZxOY3SfqQlJfXlFfQSVru2AGB5GYiMiJlaMurOKudR2WJxvoTV3khV5EcAI9jTa0xb6XYEWXcCzCqIRr3pbiGSmMefW4GS3zZiF7efpOu85T5GMzLhB4rAr8eqDMvV3wiE4wwC15K+BaASi3YSBviOQZDmSHg+AblhWLZnCAY9x4oHHYYNW3DFXL1EnaeMet1DxhI8Wa6lQy4ybdSGQKJ4LaKgkjNAGv2RVfXnakcDxhZ2swXFMEeWZrAx81jJlhE1O33WxTZMbMujVL1LbyZZU7XzN+WWP8162MObHs10M3JCLjO2ubN7LQFyw7hQit6ZOiObqNzS1qGDtdNaO2UaZ2Y7N/NzJDjlCV4WiCzIsy7OVJ2jzwerCh8Rk4lu8mJM4555xz36xBgl8tw0don9330pRxk7XbrJ1NNnp0yx03a8dZ26rQ0aNL//ZnfWi/Q3XZbX9ST1+n9rc8Nz97v24xI2Lv/Q7Xzddfq+GD6rRi7VJ95+Kfabf9D9Q9992lQY1J7TR9V118w0U6cNYhWpVboctvuFxHHniUzv3NWaaATM3XJXTXjfdq81021WMvPKIj9/yQXls2T6+tmKepQ6bp1kf/pp22n6XLbrhUW8yYofsevVdFs3KXrFqsK/9iRsj2e+pv99ygiWPHa8sxW+pXv7vYJv6Zuv7OmzRhxFTNWThHV/z5cu246066467btVHLGO257d4h6pKwAU2akdtT6tIv//AzPf3UE5q5yQxtPHayrrvlaiUbY5oyZWP9+g8Xa4stZujOR+/Uk68+oc223FyPPvqIZm2/s2577q/afPPp2mrLrfT1752lSVuOD5P2JX/6vXbbcXddc8dVmv3KC9ps+jT98drLtfMOO+nFJc8avYZpj+1210VXX6QxG43Wqq41evqlZ7Xt5lvpjzdcE74wOmzYUF1+3ZUqm9u6YPECDR05RAuXLtS4cWN1/V+v087b7awz/usMbb/tjpo97yUtXblUxxxwnC798x+MaTPKJbJ68tnHNW/hK3rw+Qe17Zbb6+Z7btK0GdO03fgdglL+yY3na+rmm5kiKusn1/9IR+13tAZHQ/X82ie0aOF8Hb7jYapL1um+J+9T44gGPfTMQ0o3pfXYk4/rlcWvavLUcXph9rPaxuo+/9qfqnVdu/baZR89t+jv6upu1VbTt9EVRoMGUwbxTFw/+M33NW3qZsHIvsnGaLdZu+vLPzhDG0/bWM++/LSWrVmmjHnSf73rr9phm+31mbNO0w5bb6N1PW36883XmdG5u3519W+0eNVCjR0/Slff+Gftu/M+QbAmT5ikuky9KQJ4PmiHfgXyzzLggkkZPgjHMhZfvvVQ+b8rpAPLx0uGEd6YabDIDIgoUa/04OFqHjnRlOhQm8g6lDfFmTZlVGNGT6rUbXK3Qm3L55hx/pIZYO3KJHoVN6sD5Vzx/FhusUnDzm2qMcVlipT6advyYBIh24mopLQZ9Sm7ZvkhvOlnXmepJqF8vd3daJjqpk/RRrtsq5l776KZ++6hURPHaeT4sTaZ2zxpk268UFZvLmtNWhlT7gWb3OIpvhQdYhJmDFWWNtDPTMIsBxN9KRoqeLphMzST4NukK/lJbsiEiJW1yfjyVdfQRzuy5JSPY8gYYDBY+0S/wkRmuDJRsOSG0UHUKuqPXoXIFfgZbnwMriadCb9WzcpUiokbWlvhGjMOa3uNlmYEqr3HUrdKq1pVWrFG0QpzthavVHb+UmVfWaTe2a+p9dk5WveMpWfnas2TL2rVEy9o9ZMvqe3pOVr9+PNa/fcXtOyhp7Tkgce14J5H9fKdD2rO7Q9o9i336JU7HtS8ux7SK3b96l0Pa969j2mh5Vvy4BNa9sgzWmrlFt3/RDgue/gprXj0Ga1+9LmQVjz8tJZbWvn357XW2mt9arbanntFnbPnq9tw656/RNkFy5UzfPNLVyu/bI2KK9apuNL60t1jjpaNdTZvg55TKm98UzAD2Ywa9ruQ6myU+aAdx7pYMpwni1H4gUl+5BJ6VuhsnIeBZ2wavsRt5+F1ZHvO13756i9v5JEnb/dzNlDh+y4GPub/LgycfPkSPZEY6sZYhp8q6qFyEvZcciPwuBkDhhumAUu2RJ34Tk3ReIn+5VNmONQk1TRhtCZuO0PbHrCXNjpyT8069v2aYWnUHtuq1vRiedQQ5QeZoWF5M/Ct9ZEIP7JCdI1lwLBx2NowqQrtBzJAJ2NMckcwqCVr0eSo3RjZxqtjtjpWPqJVC27TylduVO/qB81QNacpajMjx8bOupcomhFthkw8boa4aqweIz0htaQZ0Ym8jQufkNhMoyYfrKGTjlDNsN3Mz2IbSBMIVITW8KpEkqwupK1qWDZk3AyEd2Ic3yqYvL95YyljVJYQao0gNVFKdWbt1aEa8wVdd81VuvHqv+j040/XJuM3sQrj2mufPc3o2EL3PnqfjjnqGH18++N00KGH6k8v/k0P2yR++NaH6NQdT9KxBx2jVQ1dxjQlY2rzKEyRZ6O8CuZmdRQ79fSrT+tDx3xIHz/6kzruw8dr0uiNVZOs13YzdjSv0wa5L6YDdjtQa7vX6YHnHlC2lNPmm/BdGyOyjcVLr72kfQ7eRx894Eh9YI+DlegtaUjTIL3vfYdrees6Le9t12udqzRn9lwdsM9BOnLvD+qwQ49gj7ENnxk61m+UZ9m8nt233ElXXHCJDt5vf118yc/10pynbV4yD9xc8Z5Ct5INSTv2aMLG49WRbdcLrz6nzbfeXHVNtWoeMlibTd08GF+L1yzSvOXz9Zw97851a2XbKmVsAj14vwN02H7GVE3GSOZVjTTrf+rGEzRy+BAdctDB5t2lwu/P9HQTC41r1LDROvHDJ+rDhx8TwpeLVyxQwgSM304irBzG1WiwYO2C4Eme+MET9fHjTlJT7WDzyCLtt/sBGjxoiJatXK4Fyxfq2Vee0Qc/eKQO3OcAbbvjtsrl8RLNm0zXaN+DD9DVd/9FNz9yq2ZO31bNyUFBETTHa5XuJVxdtAnPPEzDI235y+zjMGGctvlUrWhfpjlL5miqGU9hI5p5bgfut5922HIb8wj4QYzeMOb5cp+VNy/I0gRTAkcecYSO+ODhWtOxWnMXz1WP0eqYDxyjz5/2eTMgZ9nE2mdGaEKzF81Wxgyro9//QZ14/PFqNeNp2dplRouE3nfoYTpw/4OMvyJlrf6dd56lpqbmINSwCBA+DxCm4/8OLhvVRybktwLkrU5vBnGzGpLmWiZDyNrkwcrkYyNVrNtBgzf5uCbt+nm1TD9BpYbd1VmYaEq1QemoVYPiL6q2+29a8/xvtODhH+m1R87Xulf+pO7VD6m3d56NRZvNLMYzRlfeAKTjKM9gXLCnyZR75RP3gV36U8XoYSJnX074ll/KJgAzfMobDVV6i4ma8LH3afpXT9Khv/uOjrn2Ah38629pv598TZufdIQmHbSbWmy8E+ydIfJjhkBjX1lNZgfU9ZXUzNJlNgr7dEh1eWvf6EqUIEQKDKrphtJ8M8UZJgFOBtAbIwbgmyFMvPx6PD+ImLE2ayzxI4l1ZnHxK9OUJVXiDXZqZSu0iIeJln1PqaLxuKVam9hqmMSNhnV2xKvvtgw95tj21cTUZ8espVxNXLmMTYpGzKRN8CQ89UzajEuT1STRIDvWmw4YZIZUrbXREMdIiFRvtK83Q5XUzA+72n2O9TaxpbJm+JrhUcPPDJgTAj4Nhmmd9SNjhmedkZFEXu43WB2kOutLrfWlrj9Rd6PVm2K5Om06lWQOB+cDU9yMD8IeVsQMA6ORHflmiif2OGFUMtnzHRd+sJYXlEomi5W3BY2m/X8+XsHwtkQZxoXxSZl+qrOxCuPUf6/WrgfyxDsNwdCxI7wYjDK7CBE3DDLDL2l0JZXN0AtOgeWNsd+roTa8FdW419ba+PjDtM0ZJ+iwn52j46+6UB++7Efa48df0bjPf0SbHbG/amdMUTSYzy/UKMZSqo0xZgI/DErb3kfYEUeiYPqgEGffY9ZkFaPCxsEexsr8FLoZ0cUFyuWeU0/HPWpdfLmWPf8jvfLQOVr45AVaN/dqadVjaiqu0uByt421zQsMApuAeUvK5risGTXd6dXqqp+vXO2y8GWTdMNEtUw+Shtvf5bGb/1l1Y47QsX6LWyMhlu5esO5JuANLkFP4FJRtx1dVl9vfLx/nv6TYOR8K8B+B6NC2Sy3MkOTtoE2S7SuXh/9yAn62qnn6aBtDzEhbTJrP61BiUH2NK2p46fp2WdeUnvvYj33wguaMnmmxk3YWC8tfk6r2ufriRceV6xkk6MpdzTqkmWL9YIZKCE6ZhP3iFEj9Pzzz+q5l5/Xhb/6edj0m83nbHCzYSMwYXp+I2W/vfbVT3/2Ux2+//tVZx5xzLgzGU9p1MiN9Mq8V7WsdZWeePkps57LeuSFR3TBr8/X7nvtpPGTR5ky7NP4ceP17IvPasWqFXriuSdNOEtq7Wk17yJnwi/12IR+9nn/pdauLu0wfZbiNSn18AWquoSW2GS+fM0KSytNOEy4iwV95LjjtO8h++ni31+spauXh/0SOTOYhg4eFr6HcPTBH9YZJ3xJBxxwoFrqR6lgk0BtqskUX636sni9Rl9TEG193VrRtVZf+e6XNWaLUdpm5y3VW+g0BWHGoBl4z7/4jBlPC9TR06bhw0fa+JiQmpbhV5fYI2POh0YNGRkMiTkr5ujRpx9VZ65DXVGXvv7Dr6l+TJ2223db9URZo8V4PTX7Sa1ZvTb8dk5NxgTSlCHfQNh9i9304rNP6S9/vUZH7nqk6muaFNWZp9FrbZiCXtq3XM8vekmv2fhts9kOqis0KtZtXlJvWSeddLx2PWh3/ehXF2pV2xo1R7UakWxSjQlLxtpY1rZOq1au1sKF84OngApZsXKF5i16VYsXLTShMQN10GCVTQEuWr5I9zxyj6675TqjkSkEm2hGDx+ljq52zVvxql6aOzsooBGNI8N+p8GZIapLNoR9VmZOqTfba8arTe5BrThQYsOC+R8FvuxlRn7MZIFdOGxhSbAfx+hVNHmKx3fR4AnHaeKup2qjXT6saPSW6kqNUm9+hBKlsTY59NmEt1LJ7sfVvuBSLXrim1ry8Fla/cR5an/1t+pqu1vl/DM2aS+0+jtswjXjx5R4jK+Zxmv6vevAQoE6wdAxuvEDopVJxzxXDCQUsU167LHJNabVMbROuYmj1LDPVhp/9N7a4cyTtfdPztLhv/++PvSnn+uAC8/Wjt/4tDb64J7q2WykOscNUltTUh3Jknox7OwPjVI0IxhgiZDkipDjW4r4GL4YJ+QKI2on9IXERAq+xq7qQZ77U7cZI112JNF39sCTPEpBYp9PrSXos7b+n1NrVWJDfJ3l+6dkhlRDf4KeeWu/OhWqUtYSS32e+gyn6uuspYL1wVN+YLIGcm+Q+ky/9lgdnnqhQdU1Rn+N99twp9+h73btyY3Txpwljlxb35r6z5mgqxN0hy6eoK234XV7O9CKeZiEIQ6vIRIZS5QhvdPgE66nsFfI2udjn/morD5z4rpKebUW+wKN+iYMUWrmJI3YbztNP+Ew7fPt03X0Hy/QsTdcrPdd+gO977ff0i7f+oxmfvZDGn7ADpZ3svrGDlHf0Hr11dkgmaHLkilOJCHGBEa2pbTpbBIfCyVhWGHo8HE+mUMdj/da0c6wvzHf26nO9hfVuuQmM2Z+qRVPn63XHjxRS544QWvnfFeFlX8zA/4po90rNgusNR+lZPNAxuRrqOnBoTYXmemLcLCvNN4dZLm31GiDMU2DphyhYdt9XiNnnavGyaebEXewGUQbmzDZ3GQDk4jnjE6WzJCJlTGYbFDN1Kl8O4d9uZWXZN7M4Pl/BYlz+Q640bQChpzRwT0bh4r1DXPYBQNhh75yQSvXrdGWW26rEXF+IC9t9kqkZctXaqvNZmpk43BN22RLrV28Ulc8db22GzNTn9jtWG260VQtiK3UDS/eoYkt47V1ehNtP2PnsCnwqQee1/CNhqvZJtNdZuyqqZtM0WMPPK5Fy5boE8d+QqPM+OnN92jBCwvsfJSazUufOcnaGjHKPOOUDt79EKVNcbetbdNGI8do7x330XLD59Gnn9LwCSM1buxEbbfJ9uru6tCLrzyrSS1jtfGICdp1x720dl2rnnz+CY0fO04bjR6tux+4K/wq9PiNJqixvknjJk/QnQ/crcdfeDpERXbecjeNHjNWTz31nArdls/qmbnpTDU3NuuBBx7Ua3Nf06H7vk87brGjhgwZrCcfflLTp8zQzM221G2336rZc1/SJmM21TabbqM1a9Zp6sTNNGzQcLW1dmjLaf8fe+cBIEV5/v/vlru9XrnG0Y5eBVGBBBugxoKIFY0YY0xiNARjmonREH4xxeRvjAQ1zRgMqFiRWKOAikRERVCKgnD0a1zvd1v+z/POO3uze3t3ew2O5fkcw868M/PO29/vW+adSeiXnUEC4zNkpuQgZ2AWPvlwC1IT05GT3h+njpyIcvIDLyS3ceN7+Pp130C/hAz0c2ViaM5QahXGYuzQ8fCScJr1pfOQNSALr77yOlKTU5CZnIVzJp2tJih/tHkznC4n8rIH4/rZ87Fr5xfYv/sQBmYPxKi80RiZPVoliXiKm0/2fESZ04dvzf02ZSBuFVAh2uTBp/k78eGOj7H/s/342jVfw7gBY3H08FGMpfsHZA7AO+vewhef78VVs6/Bl0d+CeUFpZg4ZCIyU7OQlp2O3Tv2oORgCUYPG4Xhg4dR6xH4cMsHiHfGYe/Ovbjl+u9gdO4YDMgdiNdf+i9VjNG4ed43YW+mlgWVpudPuwB5g4fizVfeQNGhEnzvG7djUFouio+U4JRRpyAtNg1HS8oxfvwEvLTqZRV+qYmpKl0rOD9ysifxZYUzqlnB8rL5PIzFH3PsqWGsYBpVFzUXhNSg4BaTaulxTmyGk8QtHFQbsDrx9UN03Dgk9ZuKxIyxVEgloIrUnI8Usxo6osIx2lFDOryGKopSeGoOwH30M9Qc3oK6w5tRW7wTzfUFVOhVkh+aqGHhUYuJuTwsblU2NwQC7fCwAo/H83pQbtrUREn6c1BFQNGk5hDw8vJcIalymcKQyz9PtA1N8dTey0xE1MhcJJw+CkMvmIaxV12A8dS6HX7elzBkxhRkThqBqGFZcOcmIzE2EQ1ctlCFwMNgtQ31cPPkTq6A6I/fPOOK0BA0/Ge41YgF4xp2G5fj5BAScOwHnqhs+IXv5cqWe2j4rSr2q2qVKjuN+/h6UxxxZU2njEqbNi7bYkhcc8XMYoAFkFlRc+8Q2+Ph57Jr6Hp1v/7ljZ/PlbwpqEJtXMH7t6BjpYU72HhSeChz3vgcu5F76XhjQWHu88Zu5SFF5V7tf/PXDMMq7rWi5K82SgD8yyLN3OeeSbrMv9HtLRs9w7TLTF8qnHlf/zaQQ5Topn0Wnzy0xSKJe4jU5GSyhzGeYsQ5xx3nFM6Oym5OIOqs8Z9RdRnXRVH5xWGg3ELHas4TpeUm+uV5Vb60eMRmpiKO6qDMUTyn5jRMvOBcnHH5JZh81aUYdcNXMOmrszHqyvORM+M0JEwaDgxIRUN6LBqTY1UvqPFknUdoi6K0HEX2u6jl6eWRAnILp1MOCx4L5XTKc7l4vRruGeHXeRy+Ojiby+FoKIKvcjcaiz9F/aGPUVN0H0r3PYXag6+j/siHaCj5AvbaSsR5okgssohJpHiMo3qBLKTUTRZSOU1+5+dw2uZnUyCpZSSiSbglDEdy+gzkDPk6sgZ+E660i2FPHEPx0Y/C0phHxh3Zav0uSo/KkZzzOYzJgEUOlwn8LiQPgxn9wS2EKiN7utzsDJQGyCfsEXaD8gRHlZFpTShfqASrTxMcWZQAqZDlSiKKUit7QnmeuwIpRbGf2A5OVE10jXodnXKU8dYPzxTQrVfutqZCnC5TG5UXym5KuvwUZafDG6UUMR/zxCyGn8edaGqfU7na4WdywcUO5YKZbKHrOYHzkJS6gOBrjPPGNZQN6BmUKCgcfFT411BF8Mq61zFx1GSMHDBKXavuZPv5VjPC6IDdw4v+GUvo8zUcdhykKnWoP84E3D3PlQHf61XXqiyqKlUvhaPxwTXjWNlDz+F7+RoOfd4zTjCGy43L2Ae8wz0W/Doy2a/t4GSocjZfSaUJvyXAK/nSo5WRCmE7xSFdwm9B8bOVjfSrKi468lBGfeHt5/H/Vvwe379pIS6bPgfxlKFsFCecKNTzKfw5oauA5nDlOCL7bdwbSMHQbGumjOOjSoKak3TKw9c4uReDKzC6j0s3cmeDoxb/+3wD/vLoI/jzb/+MNGcmohtjVBe5elXfcDY/VO0YYcXPJrcayYL22HPGOeUGOvRweHOuNYyUfxXmL2MkJT8cX2Y889ert2zZgiuvvBKxsbH+53YHI6zbprX9VKOyI7l0JIwUUEfX1aOhqQqukvdRVvg5qkp3wN1wgASP2dVOwpQKPx6K9nJPpY9EFWWyRp546MyAPXUoElMHIjPrTGpwUEEZnUh5hpcriKdAoHynJjvT8yjOjABTIUjhSb+cnzlClYnhH57XYCQMw50GnFYt/mG/U4TxvXwfpzHnURJevH5KVR2Kd+fDV9uAxvJqFO3Zh0N796OpohLu2jrU08ZliPIbT7olq5wOB/nSKGo57as/jiNyo1/EKk/QE9mc8wEdmilK+YVgu9hEXUuwHeqYUGWIeZ7gXxYIJsbbfWbctFxn2tUR/uvbQE1+9SfczsNube9u8xw7lx/Dv+xfBf2yz1pCowVVvGi4h8nqRNMeBe2b4eX/NX78xyxGrGYU/EY+4H/8q8pNCmczXuhXlam0y/PAuF5RcUrXsXDlGOGJ5Ry/0dQYb+Jyhy62x8UgPi1FfdE/Y0B/amDnIC0nG82DkpGUngZ7UgJ8CXHKfmPeFu3Sn8oJKu3wE8lQ7XP6N/IG93Yo+Nm0+UjoqFRG9nAy5A9Es7uNFwcaKU4b6Ih+QWm/qY78X4m6Gv5o6H40VOxFYzXl46ZS2NxV9EQ31RHsCipTvS7jl0yVW6h85U2V2VSP+dRab3yGXEflvodEOo/MOKL7wUX5PSlzJGIzxsMeO4gc1Y+u4rxOVnA+CCoHrYQqs1qXU30XQ+xY/UBuD/QSKWD6n73E3V8cT0bFTkFJhlx4BOg53uWI1gmAE0QTiSEujFR5SZGuWoy0qxIPRQS/9s2z7zlxqgRGv6rCVImEzFjomAFN9vnD1zQyfjRU4FHC57VsPCy8OE2q67jyNm4wMhDtazsb6Vd9kp8fSYmk2d6AGncdEpzJ1KLiHKwuM9xA/wwh0GIX+4cPVbhwGPG1tK/cSvssKNQ4sK5A1eJJfE7tsz2GXaYflfv4l/6M51ivtcDXkRlPu+SCkL9OYpQS+jyHtVJwdD/lWBYNHp5YR9eyUOR1fegCZUdA2BBKtNI+FyL/WvUv+JJ8uHLWXCRHJ4HXLeLYMwpf7T7lVs4xRpjzM41Foui5dB2nEx5rpsvUXB3+1AXPhXA0uQwhGEXhaHMjvygf/9u4AZfPvhzxzkQlhFSHBruZLFZilx7JbmOXml41Jt2SL3QYmf7gI1UcGqdpY3/x+ZY4ZNhuK31f7HCYNpG7eRE5XmwtkQR7OVD9OaoLN6Ci+EP1WqmPCkpXNMVjcw6lQS4QG+jORvW2kJdETZM3Bk1uJ5rompjEfkhIp8IweRhtw+mabAqYVHoYiVRbkhGG7Cx2u24t8ptL7JooKrBVgjM31cXNacKAC2vDAj5Hv5ws+Y/yCYdFk8tI3xxXDhLPnKX4TRF+85DUHNwVVag4cAilhcUoLyjG0QOH1dek3dV1aKipRVNxOVwNVI5QuHGy5Iqa13xRr+DTvtF7YJxju1n4q3TB+ZSey+dZc3MSVTKM/Mc9NeqYNrMXx4TuCoBTI+d9Rp0zdv2EMrNi9ErogxBwBd8Sml2jHevV83njaziM1K/eZ3ife4OCYXMTlb2DnGg9zz1D7AU24zjgybfcI2hewx/NVKmJDFS4k5/VL5+k3ziKJM7/qpFGx9yQ5XPcA68mnNNFvF5SdFysWgogOjFefaW/H4mZlLRUeEb2VyMCcclJcNE5UkDwxvKK3FEqWXqpDCJrKT+R48huLq8pARkOpGPuMVfwsfpVuZB+uTajNKxqNOPPrCv5tFFe0GV2nmdD5a+PlzApIX1ShPrKfWioLUJdRSGaKovQ3FRL1lEjxleHaCf7r1EFFjfWGrhsJV/aScDYqV5ykLjiXzv/kgccvCo72e+hsGggswaQKIpJofDoh4zswUjMmECBmEe6JwFu9osjgdzDQ+Xcn0zuo/zibxyEIFSZ1d1y8FiixA4XWOxks1Ws8hSrYBWVHInca2BM0uNApXhXkchCxKjw+HraOI3QsSEG+CIy4POseM17qBBRs+45oTcb4qApihWuYYWKTPUcCn5K0RzAXu7TVS4wApbDnMPY6AHiQoDPG/dyTlGFjrkRqn4gR5u9Q4z/GqLR4VaihkcLuD5pZMXN/qBCXo0gUOLhBxpXG3DY8D+mwc4f/9d/9DD2P3/eQdnHl0WxG7moYocb9xg2sAXGfcpZ+hkqUdGO/x51lYFKb3yarlWLIVIc8EJ7LKhY7KieEr6EbjCqIvI3uYnfzmmi1kQTZQHudeI5VbG+ODiVcCEsaZyfyWJHLX5I7mrmFEC1B7UNKFmQq8hyNVGX3aAcRg4ihylRo55J7iJzFlRqvQcqRZXP6B+vxdOAWnVVLGXG6KY4uo/ucHJ407VslSmm6Zl8Ha+xodIdPYkfx7+Muc/P4/ji55vhxRjphd3Lp/k/IzxVyqZ9dZ+GV1Sy0tfFjuodVLuccDyo5wYDtd7Uoo/NVGA2FsNd8ymqSz9EdcUu1NUVUbg2ky8bwW9ccCXjoLTCc/B4TdXm6CrwN2540TE3t/QcSbBTS5ALyhhXIuJTxsIRnwxnXAa1EFPgdPLHaCnuyE3sE36ji8NXB7lKFxx7vDFGHjXSDv9xAcs3qnRBvw12KrS1n9lbvNeykbsoIVLDn0NATRJFA4VHI9nP3zeqJLfX1qGpqhplRcWoKqtQ3zRqLq9CWXEJqssr4KPrm2vr1RovtmZey4oqJLLQ+PQA+YJ/+VmUrlW6J7dwhcp+Y6fyHAre+BplSKj9AJRvQp5XRq1v8MNCIpSYMOGUy1tXUXlA74dCiQp9gfVa6z0NqvfZwOoSDh+GBYz1hmDv8LwcttuPzgPmLUr40gG7g8Unz3FR30jj8pfixRPjVOsaxZJYiU1KUCtox2amIzopkYR6AhKy0xATH4e41CREJcTCkZIIj4sETRR/sseG2Gg9jKTKAnoOPcwoM9g/9D+Xk7zHaYGu4TXRFHQNu1F9o1DtseNoM/2i/cHfQGRtZLz6XUdlaBXZVQNPUyU89TWob9iJhrpq1FWWwFNXBltDOaKaqine+buJ3CAmIUTljoMey4KL+y+byQ0sYbiG9tn5fckmOsefHuJ1bSgfk5vt3AOr8jF7gUrdmAxEpwxHVPIouJJHUFgMJU2TTGdjaGNhZ4ebCg+OH3Y5l6wOEmyq3lUjIKEJVWZ1txw8liix46bijYUCBxw7nQtSbnnzug97Dn2BP/zlQfzyZ4uQldyPCgkeKuFEwNHOkUBVBgWUWomXuwqbKRI4gdLfW+vXYfiI4RicNYwig6otso9zdDOvtupxUNCTOqUS5IOST/DTX96FpqYGjBszBot+sAjx9gSKFkrctD35+gpk9svBuVPPJVdSIUQJgoVOk7cR/13zGmaefTYe/dc/ceGsizBy+EjljygqPPlVaTWhkjMN+ZIree714S5Nm1LHXHnYUO2oRawtBlHkJu7JeOAvf8SlV1yKIf2HwWV3kQ+5ouGWBBWuVDAaFT0ZUNzX1tVi0d/uwdZtWzHrgpm44dIb8N5HG+EkoXTx2ZeAX18vKzmKh//2Fyz6xT1qtVN+Y6rJzS1hqLlB/Gr1X5b+BVdecSVyc3OpcqHWBhXu7BZGrUvBmVJnQPY/u9tOfuSVkd0OD3YX7MIrq1/BHbf+wIgTupaHx5Y/txzjh0/AlInT8ORrK/Doc3+nsPNg3pXX4oYLbkS8LYHcxN2eZB8X8nQfxx2LKBY8yp/8Hz2P3yLhzMzu4mTP9S53kaohInrm7gO7sPrlFzH/q/Px2LJ/4off+zG5l19ppgxEQcgr1B6pPIQHnvgjPtj8AW6YfSNuuOhr9Fx6FrVi+C24GApvTkuchprsjSiuKcKWj7bgwrMvZIfQ8ykuWYiwQ8gR/H0WXjX38af+jbSsNHy05QP84Hs/QJQzGtu37VDb9ddcTSmV/ET3cip49F+PIS29HyoqKnH9V2+gFqYTCU7datP0ttjpCBXHFmy8AA8HOG/KL4a5CbfKudXIBRdLFi6XbD5qSrtJZtSzrFuBsoN7UFl2CA1VhSRvammrp3RP17obKM/0o8Dl+G6guxvpMZSn6S6+06PSGlUaZJ8zOhOu+FxEJwyBLTEPUSkD4IpJpo0KVHo6b1R80PPplysL5VCKX3YeRxhhrLrLaZTTt5HGozxcEGuMWwz0r6qMjV2FedrEWE3IGBrnjYfH1erOtPE6MJ66JtQfrUAjCR5embe++ChqC0tQU1pOFRCZVVTDW11PYonMysrhIEGlxBAJI17BnV+t58qcyxO1sVdoM53aGGUjMUDnubKhjUOCHWz0LBn+VrfotGOmH45nNlND+1ysEnzM8DlzTSeOdtVwofvY3DzHeZHNVM+x+Rz6NY/5nGnOWI9VOabh1+fVIoIhUKbk3ES3k+oEI75UQUCb+iwIwXbyJGW2n0sH9Wyyn9eYUR+vpGMWc9xjxgImOikeXn4bKc4FH4kQXvXaERONpGQeSkpVvTOpA3LVp0HiU1PhIjHjSIlFFIkZxFFaYafHRhu/vJFzalu8408rVh8lKQWl4RPmSf3rtZcoN3MDj18SUZZSajKWceBwo418x6ZeXguLEwEJG7aA03Jz02E0NFRRGiuEu74A9sp9qKHN01RO9UYtXLY6VTcpB1MdauePY6q61DBroJYKL4Tq4LDiX/prUmUw96I7KXwb4XE0kxB0k+ThbwXQc/WnGeLiMxGX+WXEppyG+LR02KOoPKOyV91LfjC86KLn8+sPLV5nv/DGBmSbPmgbjt8TFSV2uDJX36RQhanhaW6B13lr8edHl2DLrq24/uqv4uwzzsTr/30NjXWN6tXfSy6cC4fLgdX/WUVmDbjk0otRW12H9e+9o5b03vTpJkz/0nRccf48bHr/XSTERWHyWVOwbsO72L1nL2afdTEmDRuL9w5+ipUvP41v3XAz/vbkX3Del89D8d4SNJQ14PwZF+DVT1ajsbgB1155HZqpNffyf15GWk4q+g/Lwe/+9DssvH4hqeZanDbxdDTUN+LV11/BiOEjMGvGLOz8bCfWvf2WWsNm+KjheOW1V5AQm4DLL7kC6XGZOFp4FI+u+RtSbSn4+tU3I5oKkEX/7xe4+tpryL3JePXF1ymj2cmvl6CisgIvv/IyBg4YiAsvvFBVkn9Y8geMnTAOEyeegjUb30RpzVFk9cvC3r35SItKxzlfOgdDBw7H6ldX45orr8Z68ntFVRni+LXc+Gg8+PCDuP2W76OmvBanTDgFH77/IS6bexlee/U1TJkyRS0M2EyVz1cuvEAJm9defh3x7P45lyMhJh7FJSV44dUXKCfbUHSkGAtvvp2esR41dTXk/5l44sUVmDpuGqZPnI7Hnn6MKqkoTJs2FQ/942FcM+caJJEf+av3qVSgnHraqXj11VdRWlaKKy67AnGxcVhFccuC4rKL5ighUVRUiOrqKiQmJmPgwKHIIL+++eYbGDFqKIYMH4wVzyzHd7/9Xfxx6f34+ffvwQsvrALX07MvvhTZ6f3xzvvvYNU7q3DttfOQv3cfLpo+Gzu3bSc3v43TJ5+OqdOmKJG8ddsnOP/i8/Dhlg+xbu063LnwTvVlfn5Ta9zocfhsz2dKQFVVVeHqy6/Bux++h5ikKPxr5b9w+vjTkJ7RD9lpOfhk86f4xo1fx7p31qC+vg5nTT0Hhw4cUm6pLK3C6ZNOp3RPlaMjsEXDlYmZsfuE2GFHGntqa/V4NT+Ae1m4p48OlSFVejzMRcWhnV/5YRHjoQq/Ph/VpZ+irmI7Gmv2wtNcBkeDS7XuSIZTsWu2YElYk2inole1PlVPLv0Z641TsU9u4gX1oqjScsePQGwcT3qkCioqBy5Xf7iis8muJNhIvFPpy66hXy5jqMKjvOO1G5UIu5XrThOrz01f8wRbnkirnEUb+1F3nJLv6H7aMWOQqw7Vk8fxxBfzrr6P4858gKrg+WoWD9QIaWxugreJbOUGBIkiD5VlqoeI9rknydbQiIbaOtTV1MJNAoh/m+nX66bwomvt1Q2opXKvvo5a9WpRPqoA6TwvLMf28ic62L3GJ0tYoFB4khtY3LOwohaQX8Rw+mIxYh57KX5VTx5dxvlR+YutYb/RHx8rv7HNnDjon1XMcILh3iq+hu20pmH1Q2HCsauGMdh9vPEJHTHqWioPEhITlSDgNZT4u2a8wKLxSyIvPYnEMDVteBFENo+itBHjQnx8AmJIvPjSqVJOS1OfxIlJSwYVtohKTYadxA4LHSfnQRJCyp3GY9lRxjHtRlFYsTmf4jg3emeN6OTzvDQAn1Mb77OhuRHuKBKsxq7CzONGWufr9Vm6kRubLGyMjWWmFzGNVSRcqqlRXormhkLU1R+Cr7mI6pxiNJK5s+EApQUS1hTvLLL5Q6Kqt53DjkSLy0PCjsSRmtRLm49EC79xpfZp429rsQscFL8seHj+DX+DgfUOf1Cah8ac3EMTlYq4lBGISqS8FjuAfqnR4UqFl+fbUQOYOyE47xpdDobvDB+yf3XiJ78avascOPxL/1SgGacZM31YCWV2oqDEjqo1VC8HBTUduUmlNjmbUVRdhHvu/zm+fcs3sfyJf2PRD+7BXb/6GaZPnU4VdgVqSWm6qSZLi0tBZkYm1lCFMnf2XDz94krceO3X8Pizj+M6Ekmv/+dtTBo3Gh98vAGTzpyM5c8+jfFjJyLNnoI7v/FDbNv3mVqNOTEuDr4kD/7w89/j5/fcjR9+80fqVfLntz/HHxTHyJxR2LZ1B8768tnYdfAzjD11NJY9swyLb/k1nlz5hKpQ//n4o7h09qXY/OlmnD/rPCUmvnfTd/E0ial6bx0qqssR44jBrdd9FxOHn4Y3X3sDu+N3YsubW8gtP8WIQcPxqz8vxmWXXY4nn1uJaZOmo7TyCCXsetTUV6sF5ljI/fQHP0W/5Az87Nc/wwPfewgxyS4cKNuHPzx6H0457RTs2Lkdl5w7G0889QTu/tE9+NNDf8LVJHaefekZfGXWV/DiG6twxrQzqJJ/Bz/7zl14fPlyXDP3Gnrmk7jmimvw/OrnkZKSgtSEVFLqcfhgxyYMHzYCG9/diGhbDL57420YNWQUfv2n32DE6JEoqCxEJYmxwVl5VODWGgk3igpSylDTRk3F2RPOxspnVyItPQ0zz5mBf//n37zgLjZ8vB4XzLwQr/33DVxwwQVYtmwZxo8fT88ajmH9h2Hb3m3I37MHl/A1b7+KUeSGfQf3kaDrT/Z8Bb+97w/43s234T//fQGDhg3CF3t347vf/C7uf+h+uiYbA9MHIS0jRQmY//eTB1BHovgXJCb3Ht2LKZPPwJy5c/GHe3+PO265HX9/+m+YfeUl+PPfH8SEiRMoTdpx/pnn4bXX38Dci+di2ZPLMPui2cofvKz8tVdeizfffhPz59yArZ98gszBGXj8mX+ReFyoBGBe9nBEUwEzeNhAfPjZJmQlZKP4cAl+uXARojxRlA7i4GmgyoQLa1462IJZEDLHQ+wEo7KpwijaAx/PlRgXyiQgOC8rGcDVOAkcbvnzGkhRccqEKwgWPfDVkrippgr2KOrLC1Bd/C4qy45Q5V5M6auWCgYWPfwcblVS5ca/vJYBmaneUh9/z4eLZiqs6RlOarHzd4483HJ0xKLZy71AiVSRxVPLPY6EaB4J/DQkJmcjOqYfVY6pVLFRwW2nOOCWZ/Ay86Z3Naoa0n42vc6XmBuftwYJCwDznAm7m8PR+KOr6Z9xno6o9uThUiOcuUeYfW+c19WDH36OWZlyhcJDD24SQl4qP20s4FiMUPp0UMMLZO5mEdVIFRuJIh9t3BvT2NiI5qZmJXS4cozlCooElZvOc9praKgnt7CYr1Sipb6iCna6js/ziscsJnifz/Eqy9FRUcqMPxnB97Pg4kTC5vwGIQuKqNgY9U2peirLuPfY/DK6Os+9LDFRcNA+9zxzbyn3xDrVMdtth4fETkxCAsUbv25MgUDPU0KEe4TpNyopVgliCjy1mdqB3aGuU5U2CW+VntgCkhKczyjMjBghMxU/ZrwYv+Z+lFE9qXA38qB+gL6Aq3gTI5foU3w9/fByC36Mx/t/OQ7ttgrKOiTqubJxV8FbX4Lm+kLUVpKgqatCbe1eqocoXD0kfHlImB5oozxhV3mP/OE04oPnGrEgZXXK3uS5o/xJEg+JF36ceq7hW4WpMexeSi98TD7hSQlNXspLzgRqFKciLWsgvOlnICmxP6m6DApPyjtcgPt4sjL3QrGl3GnBMpAbNtwjxbbyMedbdg/38EQpNzHczaE23qdNxYuR0/ycyOImGLWCsvGmBUUMp2D6xxNZeX7HmvffwEtr/oNPPt6GvQf3YvrZ0/G/be9hxoyZ6nMM2/fwGGQDzjl3JgYPHIKNm/6HvEGDKAA9uPic2Vi/eQPOOXMmmW/CyBEjMHb8BOQOpMovPQNV5dXUss/HuWfOQE1ljfr45ne/fRuuuGAO+iflYNPGTbjikqtQUnoUb376BomHHRg7cQz27N+NmTPOxujhIxCfHIMt2z/C3Blz8dbGtzBy7HBs+vh9XHXZFcgbMhgNtnpV+V4z+yrsObqbClhgzJjR2PXZLqQkpWLc8LHYuPU9vL97E/buysecCy8jcZGGtzetx+jRo/Helv/hsrmXIzEljvzyLmbOmolGdxM++/xzjB09Hjn9cvAu+TlrQA5SU1Pwv+3voaTqKLKyshCfkoizzzhX3Xf6pNPwwUebMGjgYJRXlGMECYZheUMxKG8Q+WsnLjn7Evzv4/9h1PCRiE+Nx8oXnsL0L32ZwnwPzjn7HOQNzcN/33odl1x8McWTD3vz91AYpmDEkBFY+/4afOUrFyEmOhaHi4+o+EtNScXQ4XkYTuFx+Mhh5FB4DskaSmG1RYmyvCF5eO3dVzF0FImZT7fjzKlnIXtgf4wk0ZRI7t6Vv4uyTTNiEl34cNuH2PH5DkybPBUHCg9g5lkzUXS0EONHjkd6v3S1BtJX51xDwrgAh44cpEzoI2E7ER9+8qEq2GaceS4GDMrFmg1rce70c1FeV46pX56CaVOnYvWa1UhKTVBDehedfzG2HdqGxIwkDBs9XMX7vv37MZnCrqikGHm5Q3Gg4CDF+2iMnTBWxcFXr7oeh4oPI4NEZ2VVGaLiHDhccgDz516Pg2UHVbriV5rrqeJIoNblhFETKIzHYHDGEETbeXUXEjmq9UT/qLJuC/4MB2/86jl/K8woaNu+vnewPI93VW1jbozRr6EKXa6saV/5Dy7aYug0l6h0rSqAqfJiccHf07JnIjphGBLS+yO9/0Skpg0njZlENkSjtrEWbl4/gz+06qZikixle5t5zguvz8OFMYkbG4lvNyrol55L4tpOZUdMFIklbyVs7qOw1RegoWIfakp2oLLgE1Qc2YK6o9vQULYdqNsNZ+MXJJz4+qN0L1XqdL+dKhyqXg1/cEnM/tRhbhbO1o1Rp2kzjvl6/qGyjWsTwngLkioZCgOzcjX+qCCk8FSVjrqNKma2xbTQ3NS95i+5ix3HN9Gvz0VCM4YKGK53YiiM4ylskijc0+IpiJMRlZOG6P79ED0gAzGDshGfl4uk4QORMmIQUkcPQeIo2sYMRfL44UiZMAL9Jo5Cv9PGIvu0cRjwpVMxaPppGDTzyxgyYxqGzfoyhp5/JobP/BKG0fHgc6dhwNmnI/fM05B91hnI+TJfT9vZZyCX7sv+0iRkTT0FGadTmUV2DSTznC9PRubUCehHZqmTxyBl0igkTxiOpLFDkTBqMOJGDKRtAFx52XAOzoRzYAb5IZ38Q6I5NRagMtGbSJ5NonSQQH6ljYe5ldihwOEQ58rTmBvJwUSpkiJSmXH40XkyVQJTyUr65+Q3ilTaVet+0z2UluiXF9p00Mar4nOlzS8ycMpmSUO26a1F4PAp45creKroeU00spvTMC/lYPPV06ly+LhnpnYPGsu307YNjYffRvXB91Ca/xaK96xB+f53UFu4CU1ln8JTvQtOTzFlo0o1HBWFBkozTXRsuJVzXzOVDW4qT3guEOcxfhOKf9V7XD4Sp846CgM3hRGnaxLEdC+/ns49OXYSTY3eBDqfQgExCLHJE5HW/1xkjbwEKXmzSN+cBlfyGSQscyhgqbHAH4jmCchqqJj+UQAYozOct+lXhzH3CKvFROmXe1Z9atisBZWeVTqmMOS4MONHb5GEEjvcjcYFgOk57sJze5qw6rXnceON83EZiYn4uDhU8uq0hYfw+Wef4aNNH+Hai+dh/JAJePypJ/Dx+x/iiq9chvSoZCrY6jBpzKlqqOqTrTtwzunTUXSoCBUllRg7eBw2vfM+FXpU6U2cgolUMdZVNKDiaAVV+hejn6sf7M0OfPzhVkw540soLS/Hps0bkZuRi7z+eZg04RSsWPZvEmAf48wzpmPn5h2oLqVWKpU8owaORGZaBv79r39jz549mDV1Fo4eOYqnn18JL7U6zyHxseHN/yEzIRMXnnURMpMz1Xo3h48cQnZSFk6bMAVZiRnYTgJgNAmh1LRkPP7EY2qdmHmXfRVVZbX46L2PMZAqy5nTzkO/+AwMHTAC/1r1GF574zWUVpXihrk3orK8Cps2fIB3392ASeMnY9SQ4XjvvY246uKrsXvnHmrFxaLgQBFOHTMZH278CM111FqrbcYpIyciL2coPv5gC+bNvk4Nwzyz8ll8+N6HuIqEX5ItCW++8iZSSenPPn82+iX0Q0JiAv79z2UoPHAE2amZmPXlmdjz2W40VNVhSL+BqKIwH5Q2GIOz8/DZvs+UeH1zA9mRTnaceyk8NVTflDRQHNRhRPYIvP7Kf+H0OnD21LMRHxOHrVu2YlDWEIweNBZ1ZXU4Zch4lBWSnZlDMGzAcBQVFuHJJ56kBlEzLp51CYoPF+OM8VPw2aefYfasS/HUiqfwAbl/3tzrMLT/UBSXFuNvf/8bPqZwHDZwGC6/4HISn7vxwuoXkRSbgtkz5uC9Ne+j9CClj3HTMGn0ZLz58hsYM3gU6ispnhvtVOg4UFtWjemTp+Pgnv2qB6q+oh4pycnYs3sPNr2/CQ3V9Zh5xgyqUBvVB2G3bdmB5upmDOw3CDmUlrinQmVuEjkq3Qfla2tGN9fZ4c9FcGuYOdYFgXIi/ac2o3QK2vh/PsPVABd45E4uCPlSVR4arTazYlB3cZ63UzFNYeEGz9npD0fCSCT0OxUpWacibcAkJPcbRa3+XERTZdFAhTf33vCwhcdHlYZaZIwn89dSYZ1BoiSeylQSVx4KW1XAmx3qtDkbEEWVjhM1sHvKgMYjaKz8HLUln6Cq6CMUHf4ApYfeQ9kR+qWNh9mqqRKqr/0CzQ35cLtLaCsHrwjtQzU9k7+Sz8/nb4rxxkU5+44rNPIhCxvaWCgZYokKfKpouLLkoQk+Nq7Vm79S4CEFukEHqzKn84Y/jLBTm4oHvqTlzxhAMDajc4N/dbmq4o5v4H11o7FpcWBUyBSW3PvAm4PcSr92XiSH9m3R9FQnb3Qtq07+jSZXkcgi5d6yca3LvZRs7uLztPF1PHOdPwCmPlBFv/5NHyt38BwPssPvZrKL4B+1yz1X6s84ZnHD86944zereJ6XmvBrWGGEI6Ps418OS1OS8K8RF/xSg49ECc+j5CvUxZR2OD71jVRJ00ZOVWmY51uyW7ihQtaoic20eW2F8Hgr4G4+SlsRGhsOoql+H5oqqfFWsYvS2esoOvgmiva9iuJ9L1EZ8zLKD72EqoL/oq70LTTzsg21u+FrPkxPKSP/1VIWcqvGP4e3GhhSHqPwpDyjPsNCv9wz6aF9TiUcOnQFXcdDjRSPJNx5QjEv4qeGh8ndPk8UPGox3VR4ndmISciDK300EvO+hNRhZ5K4OQeJg89FVMYZQPwIeKNy4HVkUDhHk13cuDDCkzcjjZmxQqiHt2zcO6gEjlojh+OvBY5jVQbqP78dEYqeoMyKmqKSUyknHvrjSaz1XlLAnF84EVIhwMNAP7/35/jmjd/EqDwqBN0OauFFkzm35ig9UILjrm3uxmMDilrwV4c5f3E4cqu4sYlafTwB10OFJneNejzw8LeAVDdiS3SY3Zvq9UO+VjWjvPQ8ypAqBqlQ4kSuWtmUyDji+Nl0n3o9meDI4/HuRvpzN7nVmDDf73GTPXbu6jMSSo2nRE1odZIqJh8pO3g2XTMpdx+PqbpjlVt5/JVbh1TSqwnQ7FJexdcbTeKw2Y0ofoWR3GNu7Cbuqv7pAz9Cc6MXf1j0e3ibfFRhcquYsga5l8OaJyAY7mmB/eAg/6vJumSPESt8D2UqsltNzKX7ObFyN6XHSy1jDiMOGv6P76Bn8ITo2OhE1crgBeKaqVD1cIzzRGmKjyhvNJWN5HfyGz+LMzb7taG53hjeYV9yIqDyMIq76FW8cRc6F8T8MUIewuDMpx6s5icod5EZH3MYkHNVfHL4q/kGOq7U2DZHOqHMab8lrul2vpFOe9yNiFavhXKridMJP8/mt4vX/OHNSwmtgVptHEZ8jYOXDeCV0sjZdZ569Z0vdhOnAXKBso8x/m+Nej7BXzznYayrrrrKP4xlurGvYLq1LTic2qOe/aTCkn6pEuGim8NHZSWupJzbKA9VkYgsQHPlQZQX7ISvrhi+plJOOUisa+SHUJnqpDTEb3TRPsWBhzaykerRcuNBVGlxwctVAVcaxro8XMaQ6ub4Z2PaeCKs+qU4ZnttNhfFd6xaZTw6KhXO6FS4YlLgiEsH4lJhi6N9HjZzcF5NoHyfSJUDHdv4g5qxljjmPUoQHB70j4ONQ44//WK8PknuptxAuU+5m73P5+0kqBy0qZvUxu7mzdjn0o4rszahskW9wt9VVA8FF6RdRE1T4AqvHdgrodDmbhU+JmZ6M8pa/nVTI87EtMr85ZDiueJGaNEv7+tjM2mymDH3VcRQnaPKeUot/DiPt4jKGyrL3TXwNJZTmcqiuZwESjkaG6sp3R6k8oeHBxvgaW5QC22q+Wr8IHJftK2U7KeylsotFh08r4oFOecdNq9zkShRccnzY3g4kFzKb9VyQiTzKH8eM9I0lUS0z+mcfsg+/uyJMSeHBBwJa/4EkpvEDtevXOYm2SdT0otHdHwOErLHwZk4BI6YAbRlUvrjIUAWRZRGOH+wKKL8wDFuvA/tQZwlfEPB/mivHAhVBnRULkQStsbGRh8Lel50T71WzKUNwRUmv73Ek+i4YuAxeu7q37t/D3Kyc+CK4u9jUGXIiYZ7hjiMKTWrwKONxwI5marXBsmci071FoYKXL6Y9zmCuGLnBMnmLagr9KXGxDHDTi58uXxkEcRiQVWO3MqhFKfmWegKU72pQJWpg1pD3HZQk/yoAFXKXOUhSq50PycOD6l3/5oznJ/JDh6Ks0WTWGFRwDPzyR3sViPhk2/YTeRpfib3DpgZRgkwuoL9xtmmqbkJn+7/FLk5uUhLyKDyis7Sc3ghNOU3fS//cQVtTERk//BjKOz5PNnphx/PsBHtG880WqN8Sr0ZpdxAF/A1HH8qXsluEm788Tp+q4zv41cN+Rrz17iefjiQ1S/Zqd2i4pWvo+fwafVs/o+u4/OG/3mf/+Nj7i3U++rYeACvp6Su5RP6P+V/ZUYGnJDY3/x88of5DBXOSmDoa9lu2tjv6nq6SPmZBJ364/ilQssszNgaFqoswthuvsNwKrvLOA6Gn8n3btq0SX2XbM6cOUogMqbf+grKj50g2P3NqKD/eUyfQ41FO6dettOw1+fm3iKOD97qqSKpoMqiHE21R9FcVwVf7Rq1MnlTfTUJ/2oK/zqKima6tonSOoVuMwtMfi7HIacBvc/xQ27hqtKMDspV9B/nBzKhX/6zO1mMNFKcUDxTXuXWqo8qBXavso+tYg3j4AURqTFhjyFjFwmgOKrc+Gvh/agMyKRjEvZkZqfyyxEVS+UDbVHRVJbwNTyRmizh/M77VCaSZewkgvygyiGG0wBdx8/WZZPh+CCMGxX8dquPNsaMqsAoMJ5loq6xWMuhbmS2trFaZ4SvPlBYHKMwj/Uvlwkc7urYeo42bY/Ny0MnVvi8LgwUDbQZacR/L4tVdrbKp5XkLjLzUDhQ2mhu5oncjUqYeN1NaHB/oazyeZpI27FgIQFNjS5fU726zuehtMYihsWDl9KCh4c6uVePyzOug/j1a34uP5ItIjO1T5CxvTlFFfHcOGbnqPRHm3IxuYtXE1fhpgoGdq9hD4cjF0s8aZjrNFJV9MsNQ7pGvbXIPVRcN3FapnoxKp2SUBYlv/5wxQ9AbHIuCZoUuByD4UhIpPuoXOLJ2Pxscgu/7ciT/aNMMUwPZPdwsW/EIT2LnsGfAeoIazkQqozqa+XWscT2+eef+4aNHEpRSpVhsxHBLAyscALhVENnAzATEZ839wPQ96hz7WB0MxN0vWXXYp9KYgr1q05a8V8YEi4sAyuzQAtYobfnfpWZTIOQtP980vdkvwNOKo3NrleFto4zjco47dLWsxk+13YocwOJN3WZuTHa2ao64dzsh/b9jzOKWWOvZbNaZdzpvyEExhXt0979fK6dVKQyOG3kB/OP49uIc/qfwtwowDSGsYHyN2+B9nOhwQVDQUEB1q9fj7y8PJxxxhlqUqj5yYgTCdVbaSG40LP5eHKkDhh1iqsNTjhG+NhI7JinGU7GXADz8IMKP7rf5q6H3U1ip/YgiaD9aKo6gJryfainlrfPXaxs5DVIqKQBf2uHK1eu0KKcDtQ7jAnUxvIXdKWH/6d9Pqa4UxUx3WukU34udwO0PJ8nnDvd0eo8zw3hEoM/TMvH6h5uAJCjufrjicQ800KJGRJEdu4tRgJdF08VVTTsrjgSTiyaohEbl4jY2DhEx/IncTKUWOclH1icqMaeEkZcyZEZCyV2PYet/5jTFVeo3CrXLXOVXvkaHZiEMXG87TTOYc3+Vljjju3SxxZTP6ry47RM/jVeoeZjM17pl7tTlJl2q3IbG3F6Me41f20oNMyVcOGNK2S3alxyg9XbdJDyB0/I5snaJEhIsDTV18LtdcPN3zNEMZmROZ+nc2BRo0QW97BQWuDandyk5AfPhyE38uRfO8c1Pctn4/AjX7JHdbrgA1OEup3GBF+FNlPn1Q3kO27wsb85TXAa4tdEVVris15EuxN5h07zs+icCiPDjyocHR40U7r0ejltJJJ7eZ2pBES7kpCakgFnNk++T4YrMQc2Vxbdm0IPJYGl1qPiYS9DfCk30Y6ZrlXjkv2s6gA2I7ezqFdONe5QbuaGZweczGKmI2zLly/3jRw1EkOHDkVMDH/m3egxseI1A9AMeBOVGAiOFP4JcVpdYV7XBvxNFb6C0ydHN8O3sAgy7KUEaRjrQtbA/A10bWsCKjoisGInuKuSf4LM+T42MToTTTgj6N0wYdXOhbixiJtxs3oSmavCmO0PdlMr2nsoh0Db59lq5RPtcDPzM/x0dgNnRMa8wgp/G4WvZKerbEm/fAXHjylU/WkkJPqidmnv/vb9Z9hPLgsVMeQ3VahYzhl7+lj9cCgE3svDcYcOHVJvYvE8nRkzZiAxkVplKizIRUF5pK9jutsk+NhMlwraNQpNusafLrnVTihzJT0o1Rr38BX8FhaHSBSHN7W6jTda6oytrg51zW+ioZY/YliExppSqhiraKtGNI9x81tePA+FKjtV1LO1quKjfRV3/AwSMjwUpNxE13NlRJWk2iczpzsGUW6qDJUgMjZzn9MGyx/OA6rCV615rkyo8iP7Vdzb+TMaTarCVcdKGHDvkXG+ifIuCyQHCR07t8rJXAkfFr4UJl7uHneSUOJWO19jjyYroqjh6KItiswSySxBCeVoJ5U3nH4secZOFbnPx6uJc286CyryN51X9qlfFljsJiPtsRkLWGO1eH6mTo9sRhvHr/rV+2ruET3OOEcCRVXgxsbP5AUneR00vpY/c+ClOFFv+Cn7KKzJvLZ2J1nA+xSmZM6/SuTw/bTv5LfO6JfFrHrFmez2eJopzCgM6X47iQN2BMevnSp2o8+M44fjkq2mcOKgJ7eyKFa96yre+Bo6r+Kcw4z8qsUZz5MxhQ2POpmwzQYtYcwTeI1Uxf+Tu1XaYTs5TXkRRe5VaYN7DCnc3V6eRkG/nAboEl9MrHqjMDo6k0RwLuLihyAmaQil3XSKGhI0Lu55YQ9wzxHFn51EEYleTj8cLh41AZtTOMUX7Slhz07Rm89BeYXvZ/+RZ/gaw2+GH3iRVSsibDqHbefOnb4D+w+iuqYKTaTKjcq3JVBV1FBaUy0sjip9iuKfruITlBh1YmMzI1mq6LJcayTmtuBEqNYGoZv4l+FnckXK8cv2G8/jBG8+24B/o6wFdQh48UCj0DOwihpW+kYaosxF1lD2Vebc12NcRr+ssv2PoNBR+4YdxqPbf77bwS0YspFXadbXctjxqsc8tMTf5eJJt23D97T3DI6HFj8Fw9+iMoYaOYOxPWYG0nGtdo3nq6fQNfyr9ul/OxVsXHhx3Kj4MU6oOOJNDUO0m/HYbW27jwsDo2UbGqPAa+9+/o8KEO1uE/VU5XduvbEdFv+p9NxydXASUpUSiZwhQ4Zg8ODBSugwpkg40cROMKY/TNw+nq/A4WOEkrGSqpHnGV6lmzEaIHSNeTsFHO9y+Kk5PyocSb5TBcjXUQpXx1RVkk1UIfLrtR5q7dcXwtNYBndtCYmgcthqP4e7oQbNtHk89SSeWFxRi18N/VDFq8QBu4nQcWcIWMN93MPD5YzxeDJT52hT19KP4Uoy4vu0H9QVfA27n3Ok4WbV2CMzDiLzKr7X8Klhwlf7h2rpQtVYUJ5n9/AzWRCRj7nsYQFF9hsToI37mZY9gsw5D7AZP0U9nFAihvbNoTvGXKfHGoemXUYxQO7hc3yfvsSYkM/hx/FBscJCh8WiOiaBQtcZIcW3GWZsD/uTfxU8n4R/VADy83WeMls8tjjyL13PQpWu4XKD6we+nVeh9w/Hq5so/Iwj9Qze594vw8w44v9VT4w+juI5eHRsnKH/1TntPtrnFytMzHJcJQMFhb8KP0rROm2wblNWaJ97YykcnLFwRvGyCGmwx2Yj2sWLaGbCGZMMmyuP9CwJmOhYKrd5/SnuSYyitKrFC1tFKNs5LpXdjOFeyhR8gvbpHF+sLuCGPPufznmtw1R0TpUxfI2+h40tiNjpHHqdnUBUghWEk5gTXcz0NMHFRI8XtO4mKncaqEIsR1PdITQ0lQDN5aivPoiaqgJ4aysR7a5HU3MN1ZN1cDrqyQ3VJCkaqeLg19Zjqd7gOSX8okUUFWLc08QvPvBcPaooXCSgnDXkcG7dc+udW9tclZA/VE8PHagKmP3Fx+bG5+kf+Z+/fG7cwZU8l5GmAOKqiq+1VFam2NLwdca1xpHa1KF5Dae3dtKcjSeAW4ZpgmDXtNtg4G8oqZ6xtjDvNd1Iv37rDD+qD1221OCEpZ5QYWeIUWWqxYy1kcnVOsOityXs6Jd/+Doff9KAH0EGdKz6YeiXh7hU+nNnGtcrkcZzdYx1s1lS28lp0W5WL+RoEoM8A4zjxE3/8zRJjo76aBLQLPocvDBfMpJThsBBQsbmSCJBkwqPa7p6UcUVFU/pK5bKAF7HRgtspu3gDUmIqjUAESvHlpBiRxAEwUpHYqej8x3BjV4WHEZ1z8MJXF1R5eVtMjZPDf3wGzi1JIrq4K6vhKehAk2NlWhs5LdzSuBrLoOHh2I8DXRNPVXuzVTvcc8QD0BRi5znWtAzuPI0K1vj1XI68pFY8XcDGGbclmYJw3hJUPEbNqqnSPUcsXigGlb1HFGlam9WS/kHYthiwBWx8qQFfY5//M9uA650rRVvMBTehqvbgMJBvQrdHn4hExiXJvwNphY4DANRbz8SRs9Li5eM3hnA5Tbdb8gcdm+LQKNfGw/jMCyquFeMrlJdILxRanAWURxxPDnVxgvq8evyPhK1/DBPbKI6jnIlwOVKgoM/WuyMhys2BVExcXC6TlWT0u1RPJwWQw6j50SRQOZ4ZGc4a9Vz1PNpMybQGylSYTo1TII7DYLzhIidY4uIHUEQOqQjMRNcsHe2Z6yRFxFUFRtXbXZqjXNVyHuGGc8dYZHCbweyCOK5Jlw5876x7AFVVM0V8DWxKKpEM+27646isa4UdfUVaK4vJTtIFLl5cix/dZrnFTWR7SwCWPjwK8ZcmZPgoufwpzOMjyOqKhm8jooH/LaPUQGqYVAevlCVIVXMLHb49XU/OrzMYNLX+c0V5n5g2IZC9VW0Mx2AbWivZ8d49b0dscTixdIL0yK+Wuw0emSCsIg0YzSLBYw69PvKHOp3eSrJjEPTQWa00S8Pz3EPDJ93RlH80a/Hy09ywk3utdmiSYu4KG1QWDtJtJBYiY5Jpd8kxMZnkYhJg8OVAruDrovNJGv4UxUxFB8xZJexLg1PJleT0/3epzREjuSn8pfTlYMp7KJ0mlVuJMcbw4Ua9ozlMBw6qlpF7BxbROwIgtAhHYmdjs53hFfNGaJ7lHDhX+N+rnjUrxIL3KJn0UPtbquYomer5/M5Fj9qmIN7YVh8sCiiCs1dTlsFPE0NcDdzT1A17fNvjXqd2U3nGpsq1MeIPY11qneI1w+y88QOFleqomfBQS5iEcTDK2TOIkGZeVzGRu425rRweHAfB//yZSyMuLY1zM3z1o39YHib/2MzDgaj4lVDO/xrGNK+eT09j8OCftWwHF+nMePAtEPfrTCvM68x5o1oMeW/lsOYe67Ma8xhNPYjm9Gm4oXtJxuiSazQvRwy/I8nfxtDhXRIQtbu5o8q2yl6+c0k2uz8eYpY2J0cbg4Sq3GIio4hMZMIR3S8esvJ6UpEDH9t3xVLOiaPIp6uI/EDHmLyUHpgkcPDleoZ3BvDvTIMm5Cb+EfjpXBS1xmHlCyM8GMTFtPOoLXOLLcSgUeMGXbhYo0bprP3C91DxI4gCMecVj1BZqeFEgr8ywdaKqh9ut7f8+C/QNVBXBnzGaq69B8fsLjgHQOesMq2UbVGG13tM4QKCxkWEj5e5dbLwyhk7m2mrQn8NXg3CZ9mXufFU0tmVSSU6kkckVBy15AdfD2Lp3rYm+tIGPEbTW64Pc1UsfEEYHomiSXlV543xF0c6h8/j3un+BwLM3N2EFe+JC6oEuRNCQgltlhyGL1JrCbYW+Z5Plb7tJkVu/m2Fp83i3d2S0CAECqkdDCq0KHzKvxUDxvfb75QQRs9m4fx+BtP3Mti3MhCyBAYfE+Ts5+a88LX8NwofqXfFuUioRJDGsVJQmaYMnOQuOG1jOzcY8PrtbFw4Wfa+6n7+A0mY3jKGE7iZ3EIGb005BR2jjLjX3a74TeX0YWk/MGmxpt6HH68cVikqBuMqwh/cLBt6o4AOAytFwdXlTKv78RCxI4gCMecVmJH9RAQunJpVSzxHB71uQe+wKyBrPtmxWZWXfzKLw+RGNeodVX0UWAVxeLBq+aj8ARe/2O11ewOrvNUTWh1MpvRtTblD9rs/Ay+gZ7BQoeFj36d20MCyGYrousKyZzOsRkLKX77lYUVu4HN3fzWJgsc40G8urzbzffyw6rJLVXK3Awbvs5wH50nscCvzZv3shlXxrzxuml2WwI9o+UjtuY53vjL5bRDNxmihVeu58+NqB4XfvXdzsNJvKjkGfqjoDwkxtdwTxVvfC+Lo2bYSOzQjSpsyFCHiw5UvpR3Sa2wF/iRfujY7WA/8gXsX/pfDyOxoGIcap0ilmUMx7UOex0xNne8+lUXGLcav8YN5GQSqArjwSpYLXi9MXrPwBB9VrRFGiNehBMFETuCIBxzgoudJv4Cu4IqV9VjwBWJ0arnY8OkpXLhu00b+Jff6tZrsqmNW//c0DerQl791qgyDYx7jR4hBYkU87Ms/Aq6skMLJH427/NaKYYryCY1n4QFAF9oXKl6HOga44nG8Bnfycd2TzQcHqMyNStJcwkMw4oWscaCh+00Dgz7qSY2fvW9CtNcwRN3LefoOkME0caqQgUQ2W/aoe1piQf2l+454Qm77Gu2j/6pa+ifO5pX2Tb6oPhXxY8amjOeFcUrayv/sq+5V4g/e8D7bA/HoeFWdqeWG+R+Q3yxjc3+8DCOWbhx2Cv7yRZjEEpjimPTiH+jDDFopBur+2jfcivDh7zpziB14P8qumm3ssO8gN2ld4QTEltpaWlQMhAEQRAEQYgcTAkrCIIgCIIQkYjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQRCEiEbEjiAIgiAIEY2IHUEQBEEQIhoRO4IgCIIgRDQidgRBEARBiGhE7AiCIAiCENGI2BEEQRAEIaIRsSMIgiAIQkQjYkcQBEEQhIhGxI4gCIIgCBGNiB1BEARBECIaETuCIAiCIEQ0InYEQRAEQYhoROwIgiAIghDRiNgRBEEQBCGiEbEjCIIgCEJEI2JHEARBEISIRsSOIAiCIAgRjYgdQRAEQRAiGhE7giAIgiBENCJ2BEEQBEGIaETsCIIgCIIQ0YjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQRCEiEbEjiAIgiAIEY2IHUEQBEEQIhoRO4IgCIIgRDQidgRBEARBiGhE7AiCIAiCENGI2BEEQRAEIaIRsSMIgiAIQkQjYkcQBEEQhIhGxI4gCIIgCBGNiB1BEARBECIaETuCIAiCIEQ0InYEQRAEQYhoROwIgiAIghDRiNgRBEEQBCGiEbEjCIIgCEJEI2JHEARBEISIRsSOIAiCIAgRjYgdQRAEQRAiGhE7giAIgiBENCJ2BEEQBEGIaETsCIIgCIIQ0YjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQRCEiEbEjiAIgiAIEY2IHUEQBEEQIhoRO4IgCIIgRDQidgRBEARBiGhE7AiCIAiCENGI2BEEQRAEIaIRsSMIgiAIQkQjYkcQBEEQhIhGxI4gCIIgCBGNiB1BEARBECIaETuCIAiCIEQ0InYEQRAEQYhoROwIgiAIghDRiNgRBEEQBCGiEbEjCIIgCEJEI2JHEARBEISIRsSOIAiCIAgRjYgdQRAEQRAiGhE7giAIgiBENCJ2BEEQBEGIaETsCIIgCIIQ0YjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQRCEiMZWWlrq0/uCILSJF57dT2Pv3O+ioVAbhSJ7HlJ+ezFcqWOQftYwOLRxIGTXlr9i16y74dYmbWGbtxiZF49GzBlnIykrWpuGAz1jz3so3VmIxlceQMXKndpcE5Y728FbhKrXP0BD8z5U/mxR6zCZvhD9vn0aHMnHMxzairMZSFz1Zww+Kwc2bdIevqK3sP9b30X1hiBPsh//7zvInpQVlj1ANWpfehAHbnwgyL/ZcN7xEIbedS5c7TY/e8Y/gnAyImJHEMKiFlVLr8P+RRv0cRhMvwNZD9yOzGGJ2sCkC3ZRhZaw7LcYNHtEB8KERc5bOHL/L1oLnLboTKXNIufpv+Dwd5d0KFD8kLBK/fci5E4Otr83w4EpRdniq3F4yVZ9bGHGEgx9+nrEd9i33YEbs29G1pv3IjOnIwHWkbD7OrJ23IfMLKc+DkVP+EcQTk4kawhCb7HhARTNuRsFu6u1QXdYh5obb8LeFTvh0SataULj+v+HXVOuDl/oMBuW4OisK/FFu3ZzD8f7OLTgSuzvjNBhClei/Ia/o7zaqw26QzjhoKnegcqnQwgDZt0aVOU36oNuUPgyytbuR8ctxnJUvvhM58ItmGPhH0GIUETsCEJXmbcMI0tLMcHcDmxC7uJ5gb0XhctRuvRtNHRUzwfbVbIDg5ctRky2Pq/YiYbfPIbSgiZ9bIV7Dh7F3rn3BVaoPFy1bA1GlljsZnc+FsLuhd9C/ksHQ1bcxlDON1AeJKJ4eClr1SaMtbq9tAAj16xE1pKF8PdTFJbDXReG2Ol2OJh44d7yNmrbHHJ8H5UbD4QhUlpju20h4v3uKUTzC5vQodcChEo2nPOuagmbsOg9/wjCyYCIHUHoKeKHIW3BbzFo8fnawMC3/HmUd7bVbc9C0uxvY+B9NweJpzWo/KhEH1io3YIjv1gaKHSm34nctX/CwNmTAueCsDvn3Iahqx5qJSLq71zWugfGexAlv7k7aM4KDydtxJiHFyCz1ZycaLgmnYfM6xdhjClWhqTCGdeF4qaz4eCnHFVr17ZU/tkLkfXYQosdYYqUUGRNQ/I1E/UB0WGvSrBQmYqU62Z1Uuz0on8E4SRAxI4g9CjJSLzoUkTpI4OtqNl5VO93hmjEnHOppReB2YfGfSVBLfhG1K5aigqrGOG5JH/9PtLanMxrh2PEFSFExFpUbinXB0wTGl75M4qXW3t0xiB22QMYEs68GSVWFmDER3cjLbGrxU244WAhaMjHds1MpM2YGWhHl4d+MpA0c6Yl3DroVfEeRtmzr7WcnzELScPj9EGY9Kp/BCHyEbEjCD2MLSE5jMmzYRKbCGeM3m8L7wFUvfC+PjCwXXMp0jqcNBtKRGxF7dodLT1E3v0o/9fLgRX5jFuRc/HAQJHU24QTDn6Ce1ImIn7mWDgTxwb2yHR56McO56RzLOFWiObfrGxzTpIv/x2U+cViNqIun4LOdXL1tn8EIfIRsSMIfZn6argb9L4iG87UeL1v4MvfhMp11iEmXRnqo3ZpVWGSfau3ok6rnVB2J9x+4bF/6yeMcPAT3JOSPRPJk1JpJzWoR6YbQz/B4daqR8ykEXUb16BZH/EQVvK0QZ0TisfCP4IQ4YjYEYQehVrhu7ZQFWclFzEDUvR+Z2hCw9v/CZqUGlxZeuE5kh/0ls8QxPRP0PsdkQDX8CF6X7MvHw2lbKMbTTs3Wypqwl/RHkvCCYcWAntSuJfrHCSpIbTgHhli3aMo3lCqDzpDsNAI6hEzCe514yGsPJc+CI9j4x9BiGxE7AhCTxLcCmeypyB+WKw+CJPaPShb8Vvk3/hogF22hTchY5i1siSxU1keNHSRCkdCuANpDjiTg8XLbjQWsFxrROO+3YaRSUwKnLHHsNgIOxxMgntShsB12tCWXq5WPVltiJQOaS00fE+/jaqAoSyKm0/eRIW/Z6wrQ1jHyj+CENmI2BGEHoEqtj3rUfCrO1AUPJn3vhuR2tHk3JU3Yld6Oj41t0FTcHhh4Ho2tnkPIe9H04OGp0IIkiF5iEnv3Ls+oWmAu7RG72umUmUbbHX1euSPs7g9xLbt9pc6fv2e6XI4aFrNX5qIhDH99D4T3CMTSqSESYdDWcFr63RlCOsY+kcQIhgRO4LQVQIq5gzsmDIXR5es0ycNbPN/igHdnczLKxyv2oQxD1+L+GM6WYbETlGl3m+Hukq4A4aYWuN7dx+aulv/hhEOreYYtRo2CjH00+Z8m44IMZT17Hstoi54EcAuDWEdS/8IQuQiYkcQeoUxiLn3FYx4YDZiupvL9hTBE5/QRmZ1wpFqbekT/jk3XaUfnIncb5KCmLG5hpFJMQmbYNESlwyntbLtLdoNByZ4yKeNYaPeHMryr6kU/AZVTwxh9bZ/BCFy6VTWEwShPbLhXPgAspatxOAdazHi1qkdfNjRgmXl4PE73kC/hTP0CYI/t3D+7Ti0JVQvS6g5N53BA3dlUC9A9lC4MnmloBBCamc+GmuD1E7iWcjbbln1mP2wZnHXerO6HA5EqyGftoaNenEoy3z927sHJQ8+aZln1BNDWMfAP4IQoYjYEYSuEvxpg9LtGLPoa8icfV4nv1AeiC1rMnJ+dBdSplu7S95Axb0vIVhnsCCJHpAXVAF+jNpdYQw/KY6idkPQ95bG5MGlhomi4Bo0NNDuYzhE0rlwCDHkgxdxdEr/lvk/liHHnXMfCJzU3WNDWfr17z0dDT91zPHxjyBEJiJ2BKEvEj8JOT++LlBotPFasW3YxMA5GyhC44GyoDe02qB6L2rf3qcPGOtQSYj5IMd6iCTscAge8uksQfNtwiZEGK1biSMPrLS4ZQxiv352N4ewOktX/SMIkYmIHUHok1AlOn0e0mdYa9E2KrBWQyntr+jbQiWqlj2EGmvnQfBQSeIpSL816FtfSx7EofUF4YmpbhNmOLQa8uk8XfqGGdMq/DegYeUGvU9kX4i0c3IDBVtHHE//CEIEImJHEPoq9kFIunyqPjAIXYGlIvmyqwNfxS58EkUPvoPGNvVOExrX/xWHF72hj5lsOBcvQGbA+jXJSLxyPmIDenfWofo7v8LhzUXHRvB0GA5euDesRKl1yGfIYgwusg4xtt7Gb1oS9A2zrn5uofWcGSstiwCGy/H2jyBEHiJ2BKHP4kL8nJuQECA0XkTp8k1Bw0h2OE6ZjfT5Y/QxUwj3A1di94KlKF6/Bx5tyviKtqB46fexe+59gfZMX4Dcmya1+q6XLecCDPzLnUFiiicLz8Rnix9HyRar6OH1hjag5N0d+rgn6Cgcgr4ITtjmTERcyIV4WrDlTUFyQI9RVz+3EGq4z6QTn+7wc7z9IwiRh4gdQejLtBoiIbHy9H9QVtCkjzT2gcj8zd/Rb55V8NC1KxehaO4U7LBMaN02dhaKFq0MbPFPvxO5f78ZSSHXr4mG66zvY+gbv0dMQIVOgmrJHSicNRbbLJNld0yZ09r+7tJeOASvZxOuwAjRY9TlL4eHcJ+iK5/X6Av+EYQIQ8SOIPRpQg1RvYyytftbi4n4MchZ+hwGP7SwEz0JYxCz+BkMffJHSGv3DTISPJNvxvC1Qa+Dh0U2nJePD/81/JC0FQ75aA5Yz4YIW2C4EDdtVq8OZXVpCKtP+EcQIgsRO4IQFlGIHjLaUplRBT62fydEhZVgu6hSzEpuNXxk0MYQ1ReFAUNTfuxZSLp2EcYc2ITcZcuQtXheiLkk5npAqzH0wDsYsWBm2Cszq9fBFz2L8TvWILtN++m6eYvJfjq/fA1GlmzHmLvPDSF2eiIcCoLCgfx268VIDlNg2PLORlq7YRvsRhKHQ9L1vhU7nJOvRHpAz9r5JNBOCZ1GEvojxvpKfXYqnCFf1+pp/wjCyYmttLRURL8gCIIgCBFLeM0FQRAEQRCEExQRO4IgCIIgRDQidgRBEARBiGhE7AiCIAiCENGI2BEEQRAEIaIRsSMIgiAIQkQjYkcQBEEQhIhGxI4gCIIgCBGNiB1BEARBECIaETuCIAiCIEQ0InYEQRAEQYhoROwIgiAIghDRiNgRBEEQBCGiEbEjCIIgCEJEI2JHEARBEISIRsSOIAiCIAgRjYgdQRAEQRAiGhE7giAIgiBENCJ2BEEQBEGIaETsCIIgCIIQ0YjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQRCEiEbEjiAIgiAIEY2IHUEQBEEQIhoRO4IgCIIgRDQidgRBEARBiGhE7AiCIAiCENGI2BEEQRAEIaIRsSMIgiAIQkQjYkcQBEEQhIhGxI4gCIIgCBGNiB1BEARBECIaETuCIAiCIEQ0InYEQRAEQYhoROwIgiAIghDRiNgRBEEQBCGiEbEjCIIgCEJEI2JHEARBEISIRsSOIAiCIAgRjYgdQRAEQRAiGhE7giAIgiBENCJ2BEEQBEGIaETsCIIgCIIQ0dhKS0t9el8QBKFH8Xp9aHK7UXC0Auu27YWNSpuSyho0e73qfG1dA35902zYbDZ1zMSufgP2fUfUvtfhgDe7H5VUNni+fCq8CfHwxsepY0EQhHARsSMIQo9QQ8Ll3Z35OFRSiQPFpdi06yB2HS5FfVOzviI0h//9C9jtLZ3M8b98AK5Va/VRa9z90tSvd9Y0NA8fAm9mGtxTJ8EX41LmgiAIwYjYEQShWxwsPIr7nl2LdZ/mo6ymXpuGT2fFTihYAPky09G46DY0jRquTQVBEAxE7AiC0CU27tyH7//1BewvqdQmXaMnxI6JLy4W3iE5aLp4Buqvv0yGuwRBUMgEZUEQOsTt9WFHSY0+Mjglrz+KK+v0Ud/AVlcP+74C+LLTA4VOUwkpIY8+EAThZEPEjiAI7bLvaC2m/Wkdfv/fndrEIC4mGtNGDtBHfQdPXCwazjtLHxk4KtbB+fmtsJe9o00EQTiZELEjCEIrGpo9+PvGfbhm2Sac99d3kV9ej3f3laGyPnCy8TmnjNB7fQf3pefqPY3PC0fxM3DWvIeofT9D1M4bYS99Q3p6BOEkQsSOIAgB1DQ048w/v42fvrwda74oQXmDW5nz74JXtql9k9lnjNZ7fQf3GRP0noGtuQL2hs+MfW8VHLWbEZ3/A0Tt+SVsvvbfFBMEITIQsSMIgqK4ugEPvbsHX354verJCcV7nxWjvK5JHwE5/VJw1rgh+uj4wxOUm08LEjuVoYeuHBWrEPXpZXAeXgqbp/NvkQmCcOIgYkcQBPzj/X049Y/r8IvXP8PhNoQOw707Kz46oI+oALHb8Y/b5yEtIVabHF+aLj8PPpd1vR0fnEef1futsTcdhLPgr4ja+TU4ileR6KnVZwRBiCRE7AjCSUxxVT1O/+Na3PnSdjS4jVWNO+LNL47qPYOk+FicOWawPjq+uIcFusPeUAh77VZ91DY8zBV14B44838HeBq1qSAIkYKIHUE4CeFXyf/2Xj7m/mtTm0NWbfHBgXISSQ36yOCM0cd/KIsXFmy+8Gx9RPi8sO9bpA/Cg4e2ordfDkfJf+hIliAThEhBxI4gnGQcqqjHlY+9h5+9sgOfB62dEw7cA3TxP/4Hr69FDMyfMRmx0VH66NjDc3WafvpNeOnXxF79oXoDq7Pw0FbU/rsQtffntF+kTQVBOJERsSMIJxFNJFS+9dwWvLuvXJt0De4N2ri/TB8BMa7ju+ZOqLV1bA379F7XcJT9B/a998BWv1+bCIJwoiJiRxBOIh7dtA+fHKrQR93j3T2les/g3Ekj9d6xp/XaOh61tk534Z4h577/A7zyirognMiI2BGEk4hbvzwUd58/Sh91j+d3Fuo9g8unjdN7x57gtXUcdfv8a+t0F1/aeVRSHr8hOkEQuo+IHUGIcHyWuTXMTWcMxqzhGfqo6xwsrUVxdcubS+nJCcdlzZ1Wa+v4PLAdvE8fdB2fPQnu7Fvg6TdHmwiCcKIiYkcQIpiVpWtxzme34fOGlnknMVEO/Ou6ybjh1FzEOLteBPBE5ae3HNRHVJjY7XjsjmuP+Zo7wWvr2Cs3dmlishUldAb8iLYF8DnitSmwr7YIzxxai0ZPy8KKgiD0fUTsCEKEsq7yAzxU/Ay2N+7H9w8+rE0N4qKd+NMVk3D1hBxt0jWWbz2i9wziY2OO+Zo7wWvrOCrf1Xtdx5s0E57My/VRC3/euwrf2foAnjv8ljYRBOFEQMSOIEQg/63YiEVH/qmEDpPfcAB/P/qK2rdyy1nDMWVIWpd7eHgoq6CiTh8ZzJrcM3OCwiHU2jq2yrf1QdfwRg+EZ+B39JFBRVM1lux6Fi8XrlfH//f549hSsVvtC4LQ9xGxIwgRxqbq7Vh48EG/0GFKPJW4v+Df+HPR06hwV2tTYExGAl69+Uu4dHzXenh4KOvSf25UixSaXDZtPIblpOuj3qOttXV4nZyu4k6fi6YJ/4HXlatNoIasfrrtr1i8exlKmiqVGf9e+8FirCp4t9WcKEEQ+h4idgQhgnD73PjRoaVK3ATDZr8s+Bf+XfqqNmnhocsnIjXGqY86B6+5s+lAy5o7rugofO3cifqo9+jptXXcCV+CZ8g9ZIlDmxjwkNUzBa17i1jw3Lz5PrxdGvgleEEQ+h4idgQhQtjfVISZn30voEcnFA8Vv4CPanbqIwOH3YZl153WZcHz7t7ANXduunB6r09U7sm1ddypl8Az/H74bNHaBPD6vGoyMg9Ztcfj+19GYV3g98IEQehbiNgRhAhhdfnbHQodhnt47ji4BGXNgb0/04f2w5u3nNklwcPf2bIS5XTg0ilj9VHv0FNr66g5Ov1vhc+ZqE0MVhf+T01GNoeu2uLFwg1Y9Nm/0CRvaAlCn0XEjiCc4PCckSeP/lf12IQLi6K5X/w04JV0Zki/ePy/S8d3esJyvduLwqrAD4qeNSFP7/U8amJyD6ytw0LHnXsHfLGBb3TtqyvCT7f9RR91zLMFb+PXu57QR4Ig9DVE7AjCCc4LFeux4NCfQs7TaQ8WPJft/ineqv5UmxjMPSUXv7t4bKd6eIw1dw7rI4OvnDa2w6GsUB8P9cXH6b3Q8MTk+vt/0u21dTzxU+AevAje9PO1icFbRz9VE5I76tEJZuWhN/FhWeDwoCAIfQMRO4JwAsMTkv9U+KQ+6jwskFaWvtpK8NxwxmB8aXRmpwTPE58ErrnjdNhx/qTh+siA39K6aeZkrPrZ9fjsrz/Brn/8VC1GaKX+jptRteEpVD/9AJpmTUPz2BH6jAFPTG6eGPhpiq6srePp/214k6fqI4N9NUfw5IHX8UbJB9okfFgc3fHpQ/pIEIS+hK20tFTemxSEE5Tny9/Bt/b/Th91nbnJZ+L+gd9DStC8lTte/BSPf3hAH7UPD329+92zkNcvQZsA727bg50HS9A/LRFnjR+KhFhXK3HTIT4f7LV1cH6yE7bDxbC7olE/5zx9kvB5Ef3p7E69cs6vmLvzfqWPDFjo/G7XEyHfvAqXjOhk3DZ4Lr438krY6E8QhL6BiB1BOEF5s+pjLNj/+04PX7XFNSkz8JsB30aqM1mbAF6vD3/dmI973/hcDVV1RF5qLDZ+fwac9mNX0durNiF61836qH2Mz0DcDk/GVVT6tYiuj8o/w/c/WYodNR1P8A6HR0/9Geb2/7I+EgTheCPDWIJwAlLtrsVzZW/0mNBhnq5Yh7sO/VXZbWIn0cJfSr9zRuBQUijmjMvGOwvOPqZCh/HFjVFr5ISDJ3cBPJnXBAidendDjwod5v7dMllZEPoSInYE4QTk5Yr/kTjp+e8zsZ2Ljjyq1pix8u0v5YX8UjoPXfG8nj/OnYBH501W39w61vAr4+6Rf0bTkN/Am3yBNg3E/IK5O+MKbWLgIX8u2vmvHhU6DNv3dslWfSQIwvHGceedd/5S7wuCcILQ5HOrlsqRpqOo8zUahj3E1vovUO6pxnmJp8NmM3ppeLLxBaMyUVbTgF1Ha9XnIXJTY/HIFRPx4OUTMal/sv/a44LNCV/cKHjSvwJfzDjYaj+FzVOlTrHQaR78S3iyr1PXmeyvL8Kc//0M/+3CZOSO4Lk7iSTCzs3o/ZWkBUHoGJmzIwgnMIWNR3HN3nvCWkyws3wvaz5+mfNVfdTC95/fgnf3leH5r0/FoLR4bdq3sMEL5xeL4KhYBU/KXDQPD5yMzPzw07/iXwde0kc9x1U55+DKAbNwQeap2kQQhOONiB1BOMGp8dTh7ZqP8e+jr+ON6g+1afcZ5xqMGzIuxbf6XaxNDHaW1CAvJRYxUYHfkOpr2NyVsJe9Dl/y9IAPezIrD67Dos8e7fRaOu0xKXkkfjh8Hs7LmIRoR8tnJwRBOP6I2BGECGJL9edYeOhPPdbTw4Jncf9vYEbyGdrkxGdd4Qf4xefLemyeztiEwZiVNR13jbhSRI4g9FFE7AjCCUJZkw9nvlaK64bEYMHoeKRGh54jwz09jx19Gc+Ure0R0cOC55ckeGZGgOB57+in+Mn2v/aI0OGenFuHXIpJKaMwPCFHmwZia26G5823YT//XMB57CdvC4JgIGJHEE4QHtlVh7u3Gq+FJzhsuLB/NOYNcWFmdstnE4LZXPs5lpe+hlcqN3b5NXUWO3fn3IgLUqZpkxMTfsV89safY0vlLm3SeXjicV7CIHwvby6+knUaHLY2hvLy98Pz+NPwvrMROHoU9isugeMXP6YS9zhO4haEkxgRO4JwgjB29VEUNbbOrgtGxmLRhAS0tzBxVycyR9ow1uoj7+Kmjzv/wVAmnInH3JPj/uPD8P73HSVyrEStfQFIT9NHgiAcS+TVc0E4AfigvBkr9jaiKUTTZFOpG4/vrUdZoxeD4p0hh7cSnHG4Om0mJsePQI2nHtWe2rBeWZ+Xdj5uypitj058RiQMwLC4HLxfvhN1nvBe2efhqj+Mvw0Lhl6GkYkDtGkgLHK8r6+F+6f/B9/6jUBdnT7Tgm1ALmzjRusjQRCOJdKzIwh9nEaPDxeuLcMnFR1/roE5I82Jn4yLw4wsV5ujJp/W7cE22h4peSFkb0+GIxl3Zc/H/IyLYI/AtUefP7we39rye33UGh6uuiL3XFyQORVnpY8NOVxl83rhfe8DeN98xz9c1R620SPgXPkPfSQIwrFExI4g9HHeLGnGvLcq9FH4nJJix6PTUjE0sW2xwp+G+Mmhh7C9Pj9A9FySNA2PD/2FPopMznp7QciJyuEOVzXfuRi+Neu1SRj064foVcvgS2z5UKogCMcGETuC0Mf566463KUnJneWcCcyc08Pv8H1Ye1OFLsr8Pzw32BsbJ4+G5msK96Mqz5YpPatE4/bXScnfz+8Gz+EZ+Uq2g/va/BW7Pf9Ao4LZ+kjQRCOFSJ2BKGPc8FblfiopEkfdZ1wJjIXNBbjjyUv4A8DbtEmkc0tm/8fdlTvwz1jbu7yxOPO4LhxHuw/uE0fCYJwrBCxIwh9GC9sGL+6JORbWF0hy2XrcJ2ek4nyxiqUNte2v07OG2/B87fHu9STE4zM2xGE44OIHUHow6wrbMJV63vukwYm1uGt9iYyn7QErZPTU/ji4xCz6nF4M1t/QV4QhN4j8l6zEIQIYl+NW+/1LDUeH5492Iir11dh5pul2Fsd3ptekY7qybnvQTR/8wfwPv9SjwodxlZbh+bHntBHgiAcK0TsCEIfZkdV74sQfqV9xhtlWFvY/XlBJywHDsH75HNouvob8D7xfI+LHCuerTtg80mHuiAcS0TsCEIf5uVDDXqv9xmQ0Le/Yt6beA8XwPO7JT0yL6cjbNs/g+/wEX0kCMKxQMSOIPRRmjx65xgQ7wRGnsRix37GqfAdw9WNve9/rPcEQTgWiNgRhD7KZ1WeHnsLqyMuGxyj905SnE44Z0zXB8eAqmq9IwjCsUDEjiD0UR7Y07WFBLvCqAQpChw3XKNWOT4mlJfrHUEQjgVSwglCH2VfebPe631m5rS9uvLJgi8mBrZ+qfqod/EVFOo9QRCOBbLOjiD0Uf61x/hydg1pnmq3D01eoIL+q6P99cXGm1O1buM18u7A39Bae166rLVDeP/2ODwPPaqPegBLT5F96qlAUiJscTH0mwT716/TZwRB6G1E7AjCCYyXBFCD14dmnw27K92ocHvx0O46VDR4wv5K+rfGx+N3Y+L00cmN97mX4Pm/P+ij8DEnNzuvuAj2oXmwDRsCxMbC53SSypEOdEE43ojYEYQIhZdycdN//MmJUhI/BU0+fFpq9Ahxb1EpHbMc+tawGAyIP3nfxLLi27QZ7p/9Wu3bJ48D4mJhS0mFLzoatqwMKjGN7i/H9DOAhHjA5VKTm1UhKl1jgtBnEbEjCIIgCEJEI2JHEPog//niPaze/T+1P3/E2UiNTcTg1Fw47HYkxMQrc+EEw+uFva4WtuYmOA4fgrdfBtzZ/fVJQRB6ExE7gtAHYbHz9Vd/r49aMyZ1oPodmdIfmfGpiI+Ohd3uQJTDidFpAxHviMb49CEkjhxIio2Hnf6cdE7oIXw+2N3NsDU1wUYCxn5wP2wVxbDV1MBeXQXwuepq2OvrYPv8E3WLrbYWjroata+4+FqU3XK7PhAEoTcRsSMIfZDVX/wPN73a+Ymy7dEvJgkZsclqf2r2KCWMzsqdgEtGflmZCQautS+pXxYutsoK2LweEjLlarMf3GOcCxYuXUHEjiAcM0TsCEIf5PebVuK+95/SR73H18ech/vP+64+EpiEu25F9PYt+qgXEbEjCMcMeSdSEARBEISIRsSOIPRBxqQN0nvCMYXf1xcEIeIQsSMIJzHbSvfpPcHkmAxhCYJwTBGxIwgnMbXNjXpPUHg8eucYEC3fIxOEY4WIHUHog2S4EvSecCzhNXCOGeMm6B1BEHobETuC0AfJS87Re73LzvKDqG6o1UeC49BBvScIQiQhYkcQ+iBJMceuZ2fljrV6T3Ac+ELv9S6euATUT5isjwRB6G1E7AhCHyTKGaX3eo8rhp+JB86+BfNP+Yo2ERpnXIiqvz6HxjPPgzsjS5v2PL74eNTHxuojQRB6G1lUUBD6KN969X48/8W7+qj78Ccmzswdh2m0Tc0aheykfrDJl7rbxFFeBufH/4O9pARR774J54G9+kz3cY+fjKpfP6SPBEHobUTsCEIfpSfEDgucMemDcev4i3DqgDEibrqKzwdHRRlcq1fC/vmn3X49venCK1Bz64/1kSAIvY2IHUHoo2w9tBMzX7hLH4UHi5u0mERcMmwa+if2w6xBpyIuOkafFXoErweOfXsR9fFGRO3drT706Swp0ifDo/7rC1B/+fX6SBCE3kbEjiD0UZo9zRj/z2/iaEOVNmkNi5vJGcMwK+90DE7KxPjMoXDaHfps+/iaatBcuhW+hhI0FX+AxKm/1mdOPuq8Plye34zBMXacFWfDaPqdTBrREU5PmM8Le0UFnDu2IHrLJthJBHX0odDa23+Oxpmz9ZEgCL2NiB1B6MOcuXyhej08GJ5c/L1TLsHYnBFhixsTb/VhVH+8GO6jH2oTg9SL3oQ9Nk0fnVz8p9qLr+936yOD02OBC9Kc+GaSHcmdC2I4So8i9v572hzuqvrHql6dAC0IQiAidgShD7Pw9Qfx+oHNyIhNxtUjz8bQtFxM7jcU/ZMzw5t/4/PCW1eC5qOb0FS8iQTOZnjdNUBztb6ghfjJv0DMkLn66OTihwVu/KvUq48CSbT5cHq8HbNJ9GRG2TAzwYEYMgsHW30dorZvpYK2CK5318H2xQ71JlbVX54FnE59lSAIvY2IHUHow5TUlCHJlQBXVLQ2aR+fxw132Se0bUVTyRZ4q7+At75An20fe+JwpM5aTjvhPStSKPEAZ3zWiGpfeJO3+5NGcdmBeakO5ND+9EQH8sLULbxCs3PfXjSPGK1NBEE4FojYEYQTHZ8PntoC1O/6Nzw1e1oNT3UG19CvIWHS9/XRycG/yz34/uGufxOLxU//KBY/Tnwt1Q6nvPAmCH0OETuCcALiqSmAu/RDEjmFaNy/Kuzem46wx+Yg6cyH4UgcrE0iGzeVfrP2NGFbgzboJix8hsXZMScBODXWjgkxIn4EoS8gYkcQThB4iMpTtR+1n97Xrd6bjogdezviRt+ojyKbbx1qxvMVvVcE8iTn00n83JXlRLysVy8Ixw0RO4LQx3GXbUPtjr93av5Nt4hKROp5z8Iem6ENIpPDbuAb+5vwYb026EW4xyfRYcMf+zswTVSPIBxzJNcJQh/H5/XAXbz+2AgdwpV9JjWDev/bXMebXBIgLw514YY0u3rjqjc5QsLqSJMXOTyzWRCEY47kPEHo40Slj4ez3+n6qPfg+TpqgvLp98Iek6JNIxt+hfxP/Z24Pq2TC+l0Ae7ZGRzmW1uCIPQsInYEoa9jc8A15Gp90EtEJSJ+4k+NN7Ei/PtZUQ279V4Li3Oi8KdcB/J68a3761NF6QjC8ULEjiCcAMQMOg+OlPH6qAchkRM74iakzFiO6P5naUONzwPX3pVw5T/JY2na8MQmumo14g5eiMRD18PubVlY0Qkfbkh14LVh0fhdtrPHh7V4zs6lKVLcCsLxQnKfIJwQ2BAz7Aq933PEjb4FcRO+B0fCQG1i4GiuRsKGGxG/41eI3/5rRB94Tp85cXE2HUBs0R1weCsQVfsa4g7dQKaBIq6fA/hWPzuWDIpSAqWn4HV4xrn0gSAIxxwRO4JwghCVOknNq+kJovpNQ8JpixE7/Fpt0oKjhkTBRz9GdEXLd51id94PZ8V2fXTi4apZi/j9M5TQMYmuX4/k3SMQXfOGNmlhTqId/y/X2SOCh3uJVgw5uValFoS+hogdQThBcCQNgT0+Vx91HRZMCWfcC9fgSwFbYBHgqC9F/Hs3Ifrou9rEwOGuQdwHC2Fvav1Nrb4Oz9GJKfhWgNAxYbPYgu8gqvoVbdLCV0jwbB0djVkJ2qCLnJvsUD1GgiAcP0TsCMIJRNK0P3a9dycqEVG5FyFx2v1kR+uvm/P8nPh3r4GzsUibBMLmCW/PRXTBW9qk78MiJqbw9pBCx4TPxRV+DzGlS2H31mlTAy4g78+Nwpzkrk/anpskxawgHG9kUUFBOMFo2Pscarf8Wh+FCQmdpKn/D1GZZ2iDFhxVexG7+xESMa9qk/bxOBPgjRuG+lPugjtlnDbte8SW/A6xZX/QR+HR7JqE5uR5aEz9JnyWtiAXki9Ve/HXox68Vxt+kfmddDvuzXFCvhghCMcXaXIIwgmGa8BXOtW7w2v0JE25L6TQiS7egNhPfhG20GF4SCuqaisc1Z9rk76Jz9m696ojohq3IK74Z4gr+a02MWCxcmmiHU8MilKfgAgHnu/zKxE6gtAnELEjCCcYtugERGWdqY/axzXwIiSe9iu6fpo2MbA316hXymM3/zBgInK4NGZdiKbcS/VR38BTXaP3DBpTbkZTwpX6qHNElz2M2OJFsPmatYlBkgN4bbgLd2d3vOryN9IdUsAKQh9BhrEE4QTEW1+Cyre+3uYnJKKyzkbMsGsRnR0ochhH+adI2HoPHDVfaJPO0ZRxLmqm/JlKj5Y+i6h3Pkf0ul1onDsBnvGD4HMcu2q+5sMdKP7Hf1C3dTdyf3kzUr/yJX2G8SHhwNWIrl+njzuHx56Choxfk3Bq/dbapjoffnCkGYcafaj2Bfbf8OKEG4ZHQ74OIQh9AxE7gnCC0ly0BTWbf95K8PAQV8p5z8AWFadNWoiq2I3YD77T5iTkcKid+Cs0DrxcHxkkX/4QHFsL1X7zsHTUPzYf7tz0AEHU0zQeLkT+Lb+Hu7QKHtqYmElDMerp36l9E56knHiE19TpGix4GtPuQEP6Am0SyG1H3FhZFrhez/39Hfj6MfgEhSAI4SFiRxBOYGo+/h0a8582Dng15CFXwTVkLhyJgYsE2uBDzK6/IWr/090SOo0D56HulLvgs7VU5HF/fAOuR9+DrT5wyMczJhMNV06G57RceEfRFtP9j4tWv78NtR/sROU7H6Hx88Pw1TfqMwa2WBeGPPIjJH15ojZhv3uRsG82ohrf1yadh0IPTWm3oT71O/A6ScRZaCSd82SFB0uPepDfBDWnh9fVkdfNBaHvIGJHEE5gvA0VqNr4I9i8bsRP/AGc6afoMy1ElW9HzJ6/I6rwTW3SNZqzz0P16Q/QXktvTfQrnyBhwTP6qG18qXEof/8ngLNFAUR98QG8Cf1gcwX2QNnqKmAv3kM7XjROmq1NDbZ96Zv+Xpy2iM7LwsgXfg9HXMtM4qj6jYg7dH27r6CHg9sxCI1p30JTyjfgs8doU4ODzT78rcyDn2dGqQ+MCoLQdxCxIwgnOO7yL+BMHa6PAokuehfRu//SpUnIwdSc8Vc0ZU3XRwapp/0WtvLAtWlCocTORz/TRwZJ98+Fs8IY+gqFOyUbVT98gfZaxNX+u5ai4tl39FHbuEYOwOiX/qiPDOKPfA+u6if0UfdoTPo6anPu10eCIPR1ZPqcIJzghBI6tsZyxH6xDLEf/6hHhA5PSm7O+rI+Moh+dzfQEDh01RbuC0bqPY3Xo3fahoWQvSlwmCpmQHiv3PM8noq3PtBHBnW5f0ZzbNDHTrtIdNVTiC9YAIenUpsIgtCXEbEjCJGGz4O4T36N2M/+oNbE6Qma+8+CL2jFmNj7/9tqnk5beFMDv7ngqKlst1fHxFYeeI09ObxvN/BQV9HDgR8v9flIm6V+Wx91Dxsa4Kp6EvH7ZqrPUQiC0LcRsSMIEQSvhhz/0Y/hKnpNm3QfnpTclBs4dyb2L2/DvqtUH3WMJztF7xlE7Qz89lZbOAu26T0D18AMvdcxPIH5yJKn9JGBO+ErXV57JxRO9z7EFXyt1Xo8giD0LUTsCEKEYW8o1nvdhycl155yN3z2ljepotduR+zv3wy7V4dxf3mw3jNwbg9PjDmLD+g9g/jTx+i9juE3tUqWPo/y19/TJmRmc6Am969oipulTbqHuQ6Pz9b9N80EQeg9ROwIQgThSRqKxhG36qPu0zjwagSvlRP7585/CNQzsOV1bbu7CdH5m/VRB1SX6R0DR2wMHOlJ+ig8Dv/yUb1nYkNjytf1ftdR6+9kLkFjwkxtIghCX0XEjiBEGPzGVFP/wGGnrtCQdxOaMy0rMPt8ak2dzgxfMbzIoC/aqY9Iahw9rPc6xrHvQ72nIeHlzAwcEusIb10jqjds1UcG7sQLuzVZmdfdaU5bgIbkS7SJIAh9GRE7ghCB1Jz6G9RMWKS+UN4VGrMvQN24HwQsHhj96qeIWfpOp4avGPc3zgjoHXIWbtd7HeNorIGtqUEfGSROHa/3woOHsw793z/gqavXJixW7GjIuEv1znQWNXSV+h3Upd+hTQRB6OuI2BGESMRmR9Pgq9E0vGtDWs0DeRJv4PBV/D0v673O0Xz+BL1n4Cjer/c6xlZfg6iDgV9Xdw0O/4vvJk35Rdh9zc9V75RJc+wUNKf+RB+FBwsdd/zFqM+8R5sIgnAiIGJHECKYhuFf63QPD6+p05Rp/ZgmELV+V9hr6ljhxQTdQa+d22s6tzaNc/sbes/Akdz6m1/h0LjrECrf+kgfGdRn3IKm2Bn6qH1Y6DQlfx21/f+sTQRBOFEQsSMIEQyvjcM9PPVjfqhNOobX1OGeISs8V6ezw1d+gr6Abs/fpPfCw350L/3f0iMTf9povdd5Ch95Vu8ZcEdPY+o39FHbSI+OIJzYiNgRhJOApkFXom7kHXC7srRJaNSaOgPm6COD2IfWdXpSskmrlZN9XjUPpzPwm1u2hpb5NlHpyZ1+I8vEv/aOZTiL197xuCbpo9bwZOTGjHulR0cQTmBE7AjCyYDNjoaRN6N26t/V2jmhUGvqTLw7cFLyK58g9v61Xe7VaR7UT+8ZOGqr1DyczuI81DKp2RYdDWcXxY5/7Z3/btQmZEb+rc28N+RkZTarHfgUGlKu0yaCIJyIiNgRhJMIXoendvLvQ/bwqDV1gj8J8ff1eq9reONdes/Auft/eq9z2KsDF0rs/38dDz21R/DaO+64L6lhKitNsWehcsRuNMX1zPe0BEE4fojYEYSTDK89GrVffgz1w271T1xu6ndm4Ic+eU2d+17p8vCVieesPL1n4LPMvekMjpJ9es8gdnCu3usavPZO5fqP9ZFBbc6f/GvvNMdfiLoB/6Y9KSIFIRKQnCwIJyGe+EGoH/Nd1E57VC0e2DDyNjWZ2cT13EeI+et7XZ+UTPhio+AdGDiM5Ty0U+91DsfBwG9kRaWldHneDsPDWUfu/Sc81ZYhNZtDTUCuGvg6qgesIFGYqE8IgnCiI2JHEE5i3CnjUDfuh3CnnaJNDOJ+G/i6d5eIiYLP2TL/h3EcDlwzJ1xsFQV6T2OzIXZCYK9RZ1Fr71z3C9WLZeKOOQ3uuNP1kSAIkYKIHUEQAuAPfXZlTZ1gmk/tr/dMfLDVluj9zhFqJeWYId0bymJ47Z3yNzv3KrwgCCceInYEQQjAtq9C9cp0F9+wTL1nYK+rgbOiUB91jlArKUcPztZ7XYOHwbJ/eQPSzp+qTQRBiFRE7AiCEEDjN6aj+pFrUf/DmWoF5K7i7h/4KrfzyG691zWiPnxO7xk4k+P1XudgkZN69bkYvuKXyPrqpV2cMi0IwomErbS0VPK6IAghsTU2I2rlR4h+Zzei3svv1ITlqn9/De7pI/SRDwn//K5aILCruFOyUX3Hs/DZjS+ouyuqsH3KN9V+R9hiXYifOhqpl0xH6kXTYYvufs+VIAgnDtKzIwhCm/hcUWj62jTU/OMG1D52HZqHpeszHeM7ZYDeIzyebgkdhofAbLVV+ghwJMbDNdLyjDbga0a98gcM+9vPkXbZuSJ0BOEkRMSOIAhh0TRlBGre+D6qVnwdtXdfiOaJ/dXr5aHg4S/rgoKOLqyaHApH0R69B9gcgW96mXAvDg9VZS64EkP+8ROMfOE+uHK7N79HEIQTGxnGEgShyzhKq+B4eQecpTVwrt4KR1UTbOV1aLx8HGrvv1ZfBbg+fgXxz/+fPuo6tRd+D43Tr9dHQP2eA9h9xc8RPSQLCWeMhSsvF2lzz4IjvutzjQRBiDxE7AiC0GPY6xsR/crH8I4fgKZRLUNM0ZtfQsIL9+qjrtMwdR7qZt+hjwBfczO8tfVwpHR9gUFBECIfETuCIPQ6jkM74NqxDraGOtgqimAv+cIw5/Vzgoa4fLEJ8LiMz1j4+o+HNzoGvsRUeDKGwJvSH815p6pzgiAI4SJiRxCE40Zscz1igxYLrCdxUx8Vq48EQRC6j0xQFgRBEAQhopGeHUEQBEEQIhrp2REEQRAEIaIRsSMIgiAIQkQjYkcQBEEQhIhGxI4gCIIgCBGNiB1BEARBECIaETuCIAiCIEQ0InYEQRAEQYhoROwIgiAIghDRiNgRBEEQBCGiEbEjCIIgCEJEI2JHEARBEISIRsSOIAiCIAgRjYgdQRAEQRAiGhE7giAIgiBENCJ2BEEQBEGIaETsCIIgCIIQ0YjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQRCEiEbEjiAIgiAIEY2IHUEQBEEQIhoRO4IgCIIgRDQidgRBEARBiGhE7AiCIAiCENGI2BEEQRAEIaIRsSMIgiAIQkQjYkcQBEEQhIhGxI4gCIIgCBGNiB1BEARBECIaETuCIAiCIEQ0InYEQRAEQYhoROwIgiAIghDRiNgRBEEQBCGiEbEjCIIgCEJEI2JHEARBEISIRsSOIAiCIAgRjYgdQRAEQRAiGhE7giAIgiBENCJ2BEEQBEGIaETsCIIgCIIQ0YjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQRCEiEbEjiAIgiAIEY2IHUEQBEEIh9qdKLjtTHyano5Pr1qBWq82F/o8InYEQRAEoSO8B1F817dwdOVO2OY9hKHLrkO81KAnDBJVgiAIgtAulah6+McoWg7E3PsKRiy9FvGidE4obKWlpT69LwiCIAiCEHGINO1pqtcjf1y6GtPdtnQLDCXphXv9vdjG47zpc3BwS60yBUpRtnimMf572lJUubVxuzShccubKF56m7ZPP+u2pShevwcefVUL1ahd/xIKFl/lv1Ztcxaj4KUNqA0edK7djINzxunrxmHnvW+hMXhc2u/Hb6BgT6M2tFC7B2UvPY58vz16G3cbDq5+FWV7qvWF1nAJ3s7E7qUvWK5l2rve2FrCnGG/v4CD5hg7b8oNIfzNhHQ3hcHix9sI22C88Gx5BDv9916FfesLLO5hLH5oa8zfuxsFV1nc0NHcAG8Rql59LtCfweEXMl1a6WQ64ZYutW5brvs9yoqa9DkTM32Pw2crdod4ZiNqV3yjxY620pM1n3RqnoTlvuCtVVo06WwaC6aNvN6VfOXegoOn6ee26e8Qz7PEdcgtoKyhNLtnQ1B5Yk07h1F822mB97exqXDpMJ3p561YbMkn+nouw0KmNQPfnhX4zH99W2mqBV/RFpSsXord1rAIzv89nS96ovw06VQ8Ch0hYqenqauEu1Dv+6EMXlkeIiM1wF1UqffDgTLeih9j96x5KFq0MsA+38pFKJp7B474hRRn9vdx6LaLsHfujTi6ZJ021WxYgqM3zsHeKXegYLelwK85goYNpgcK4X7gcZTlB2VIvx+Pwl1tzW0kxDY/it1TpuDwjXegxm+PpnAlKm6aj8PXLNOZtK1wYXaiYdE3cXjKt6gAN8OoveuD4bC6G/lzv4mKlTu1GaHc8G0cXLXHYk977qYwWHIHhe0U7LztqTYLYgOqeA59gZYQWYfqB9eiLuAWix/yy+EJYZ0vfxMq11ncsG4NqoLjwIQnTC64EvvnfzvQn2b4mWEdMl0adCmdoAYNO3brfWLDMhS/uT8obsz0TWFY3pIu/XgPoOqF9/UB8z4qNx4IEb+WfNJGmIWmnfxlpsUpF2H3ip0WIduZNBaKNu7vSr5yDkT8nInqVNtpoB51WzcZz8uegvhhse3GdSDk1t1PY++cOUHliU47d67u/ATc9p5NorzykQXYOYWet3CJJZ8YqDKM0lr+Y5+ECP9G1G1cg2Z9xGHY/MKmoLxlwv56Cl/MnIXCmxahweoeFe+WZ/R0vuhW+RlE2PEohIOInROGJjS89CvkL1yuMqlt3r3I3bQPE0pLaSvAyDVPoN/CPONShirBwsU/RLmqAMeoceaRJXwtbSU7MOjeebDxdYXLcfSHy1HVqlQbAud0LmjfR8Wr28Ps1XgUe8//iVG4TF+Ifqs2YaxyH28lGLtpNbIeW4wYKo9bMx0paw60+OeN3yMmm83fQMW9L4UodK3Xt2zjF0xS/vLtWY2D/rB6CEMPlBjnd6xB1uIL4UyOM/yvCsbnceAG7e7seUh9YwfGm/bteAWp88aoK30rf4UDj20JIywIqnicU8gD6/6Dsk86I2hbCnXbVfPgUmHQhgiwTJhUcbz4Gb8/OY4HL38ACSMcxrVt0e10Qu6cPh0OrnxWvonqTtSOflGXfQliruIwbq8C6yZDFmNwkfZX6T4MXbUECdM5cKliX/gt5L90MEQF234a6xqdyVepSJo5Uz+rrTRwBLVv7VG7tmvOQVJiYJFuW7zGn5b920cLkOSkk949KP7Zr3S6n49+G3V5wmlnGeXT3GQ47bnIfPijlnuL1iBliLIamLcMI01z2toPF57zcjsO3M2iKhtOEjst5RdvHCfLKW/q9BaMXxiPgWveJcY1bQhAX8Er1Mj5rj8/pzzXUg5x/s9eshDs/XahvFXyG0u+CM5bD2k7eqz8bJ9241EICxE7JwrV76PgzkeNwm76vRj0h1uQNixRnQKi4Zr0FeQsehADJ8XTMQmjdY+hVGVUKlgWL8HQW6fCZca2PQvJt/4WgxafbxxvWIHidYeDCtJcJPzgB0jIptbJI6+gsrqDGqh2C478YqnRWpt+J3L//jPknDWMKkETOxzDpiNzzgKMeLejTEr+mTwX6dfoVm2nWvMMCZgj+brlOBHx153vn0xoy5qEzAX3Y/jsXHUM72GULl2qW3/nI2XFbzFgcpa/wLVlTcWAPyxBiqoYOSyeQmlB8HBNCGK+gqwfX0f2vIHKFz9p1YptE3+hTu6efzv6qTAIJQK8cHNvynJLHC+Y2TJpkuI46aKvIe+pW9sJ655IJ8QF30XWQnLnhmdQurlcG3aERdRd8w0MnH9huxVYz5KI+LOuR96T/9bxuhP1dy5DeUdpvEfoTL6ywznpHMQrwUtpYMPnFGOBtPQCUnqZObbjStxKbSEadqqET3FwFTJG6PKE085syqcPzobLMOkm3BB6AocXvUH7lM7uoMbHPddbyi+G4+QiypsPY1wI0dQijC9Ev59/Q4dJKAFYivK//RH1lvw88NyWcojzf8b1izC6XWEWRt669vvI9eeLpTgS0FPMdLL8FHods1gT+jSU+ba8zWUTkY2oeechsd03AUpQ9coanfkuRPrVp1hEh0kyEi+6FFFqn1q3H+1r3fpIORXpt1KGLnwSxauDM7MVct9mytCq+3YiEn58M9Kyoo1TxwUSVokper8IDW9/2nrc3KRkKypVoUbMm4/MScnGvpX4cUibN9XYL/wQtV8Ez/MIhRPO0y5GMlWmviWPoaS9sXkLLYX6TCRPGtbSsm8lAspRtXatjpOpSLloXIg47ogeSifIQNJlV5OPt6LmwdfCG/qwirqZExDjr9TbGsrqBQLidS0qt4Qr1LpJ2PmKSByLZFP0v70FtQGVpmVoR6WXVGUaNrGJcMYYu76P3kNVqzlXPUU5Cf5nDMGffR2ybj+7RVCHhVUYn4Ok3Ak6TEI0Aqp3oPLprcb+jEuRdkqI/Nwh4eQta74ILUQ7Fc9CryNi54TAMi6PYVRG92+nVUK4S9D4/j5jf8ZkxGeEbu/ZMgfpYRIq7FZvRV2r7ocUJF45H7HUOmn+zcp2Wr7WeQNdKHRbUY3alx5B0RIutKhlddOXEd/J7lrbMKpEdYvY/cCV2DV3MQpe3dJK9PgK9lFRypCInD4KoSVaFFyDhuow34raraGGPEIQPx4Z3+Yu9xdRunxTGL07lah+9T8thXoiCaa2RID7IGopzhRDKI4Hd6EN3mPpxA7nKbORPn8MibJHUbyhVJu3BbX0P3kTFX5RR+nFX6mH6sXqLVyImzZLV1hFaDxQdowqpHDzFWMZygoWZJY5T6GGsDrEOidow304PParyF/xes+LHkta7ZI7a7ejbKUpjLn3yhImQY0A3x7Kn6pRSM86dxziulLDhZm3bIPHId4c0qN81Njl8lM4FojYOSGoQMOOw3p/BFw5HVRspYfQoOswZPK4u94PxtKyawtbzpeQxpVQ4WsoezvEEIbC4r6YFDhj9QOD3yoyt5BvlmxAxaxB+poh2HvjAyQOSOgsvA+DbpoUomVlvT6EvYlT0f8vd7Z06/OEwvmzsCvjKuS/tFv3TrjRdChf+ykGDv88nmCsPUWdIRox51yqxIrv6f+grKPhr+pPUPoId/VbhiQShyL+HC5RqcC0zomxxvHUIXB1UgwqejCdwJ6LtKt4KIoqm2ffQ0O75XpLS7+l8ktG/GmnqrOdn+fUdWwJyTptkShuNYm6gzTWDcLLV4x1KIvCdu0Ov2gOZwjLt2hW0Jtl1jeA0pH6nV8gUQ3lMetQs/Cr2D/2VOxc/FIHk/E7gTWdpSf683Lg21XmFvyWlaXX2N+QojAZOUkPsVnnxFjzM+WJIRlt5OcO6Im8pQk/ntun/XgUwkHEjtABVCDOv5lavztR/693eqbFHdYcHJ4U+GcM+tHFXVy8Kxqus36C0WpCsnXSIxXoN87FrqWbuz1pMCwSpyDzrsuosHsZZWuD31ayYh2qPBXxI83u936IVxMdiU7NiTnWUAU0fR7SZ2TDt/x5lLc378Y/1EAVyWlDdSXtRPSYybqXpZPznE5IOpGvLENZvqffRpXqIejmEJbGlnUuhqxaa0xINjUPC78lN2LvdX8NOSG9dwkWnZYhpXMmId7sFcoYhQRKa+r6Pj0nphfKT6FLiNg5IYiBM8us/HajsaADRR9HrXSz4CquhLutDFZfDXeD3s9LhaON1GAbdiEyeQJqm0MUFvc1VMBdrx9oH4GcZ7frtwc+QdY8s883FOabL/swdNkdVPXx66/fa+ftpxBvyjx7favl240JyQ9j/IFNyPWLHiogFy1F8Z5mOJJTtVkDPJV1bYgRLzzVFXo/G85UngQeLi7Ez7lJTVRsvyvbUqgHDClZh1osLXtrHIfsQg+DHk4nsA9Dxu08Kbu9YTurqJuIhDH9lCljy5uCZFWBWSv13sVXU6nTV6h4DS+NdZWO85VJqKGso6jd0PHQUOu3eP6JnGFBPcPmhOTtlPeeu7dF9ISceNsFrOmstNqfn23Drsdo0107llEpEgK/MA4aZrYPQtLlwfOt7Jb8THliX0nX3J4+ADHtDk9peqz87Jiw4lFolx7KtkLvkgDXcDP37UHt9iPtZ+L4bMSM0aXLznw0ttE68xUfQKM5vj1hUDuTBs3WSVtDFBb3dXuiZyLiZ99qvN3jFyU90F0bPwxpCx5A3pLLtAGvceGFo3+e7lmgZ31R2Iawakbjgb06zLPgGpSmC9Qw8ffutNOVbZ1YuW4h9ma0dFlvm7LQaMETfhFgjeN9m1G7vwth1OPpxNK70+awnXXy54s4OqV/S9d8xjQcVcMyxDGZMGzpHelKvHabjvKVSYihrOq9qH2bx1raHsLqPJT3zr0Vw1cv0eI6uJeli1jSWedErFUYU2Nh4TTLUE5/7F34orqqpRFAYsefn+lZb23vWk+KPR7OPDNv5aOhNLTa6bnyUzgWiNg5IbC27oPmboQioNXTVgVbivLlj+qC/nwkX3ZKuwWm2TpRQxRf1GlTE3LfzCsQqwvjmj883c3u71RyD7/dw/Tk2zkOOKnlZyWwN6GNCrp6E4p/owvW6VcjfXJnhwzM3h3uyn4rRAFsLdQ7wBQB1jgOmLfQCXohnfh7d9SwnbH+SwBWUdcuZgXWi/gnvhJditfu036+shAwlLUWZevWGumlR14ICKRlHlMPYR+M1K/rtXEKn0TRsjDXqgoQxu1jiihrfu7y3K+gvFX1QfAq6EzLywThCM6w41noNUTsnCDYhs1Gf/+6DnfjwI8fQ6X/rQkvPHvWo2DxLchfz92kVvFBFeyNd2Cff1IuwZ9FWHoPjqi3ncju+fOR0eErmmbrhCrWJ9e0qoRsORdgwH03GwUauW//db9CwZYifyHhK9qNukNmn29HUAvtlPOQosfkO/8mQy2qln4Nu5c+hxK/GziMXsORv72mjjD9IiSPiA0qiB9F0S2/R7HlcxaePWtx8M6foUYJkTGI/fbsDl77bwOzd2fdCyh9zbLysMI6hLUEQ81F/Szb+E1ma9sUASSg5i5oWf9n0ULsfeR9y9tmvMz9CuRf9VuUtRl2vZFOzN4dkCh/BpUBcW4VdZeh36Yjrfw5oWQj+vX6UBZ/cuVp5F93AyrUcgndiNdu036+asE6lLUERTctUemlS283aXxblmI7f6LB+pZi7W4U/+VfMGKNxO2ZeT3Q2xWNmIu/h0x+W0+l1RuwazE1iPzlF8XHrhDC1jqEtWRj60X1So9gqNlT628EDEPm3Qu08HgDFdf/DIc2t5RDKk2vWIzPFq9vJ6xD5IunNlvCiPPFz3BArRvE+eIHyJmervbbJtx4FnoLETsnDMlIumkR+vlX8/0JDozN0V26GdgxZS6OLmmpRFl8DPy3uQoxT8qdhh1mF/CgKTisl4fn1YXzfnMxYsJICba8s5E2PxXulc+GyKxUoM2+B3lL5mvBswRHZ431dztvG3slqs1l1Nub92HSYa9DiDdl+Dn+79tUoGHRt1HodwOH0Y36UxDnI+X/vookVblxQfxDDDRXCt7wAIqmDNH28T1X688wjEHMkr8jb/bALhb+ZgG6AQ0rN2gzjaW3o63u8JDzWeInof/99+g43omGuy/GLv/w1xDsnbsQNTvbb0P3RjrxC8gNz1qWzmcsoi57KFyZhnwLICDeQwxl7VuE/VmmH41tW7sVlybgvhzsmnWrTgszkLDssTbitaM01jO0n69MrENZJh33KLR+i4c2yzeV1Cca1FuK+tygaShSn0bgxfR+gv6h1p3qCvaByPzN33X5RYJnya3Y7y+/KD7m3qf9bs6dsgrjtoYYKU+1ms9GDaVJ8zHILIcKqaF0fks5pNJ0iE9VBGPLuRh5qx5qyRffPd8SRr1RfrZPR/EodEw4RZfQGayT8fxYJ85ZsU48DoP4Mch5+FUMXfUPpGjRY8CvaD+ArOV/RH9/C4NXIb4Zw9euQTZ/oiHATfr6VZsw5uFrA992Cul+jT0X6QsWtNhlfovHTyLir38AY8zPQgTZY5u3GFnLVmLwQ1frSZ7WcOkHZ6K12A5qXb2yldp/bYVjMPEkDB9A7rIH9CcBTKhiW/IEBu94HAOthbhaKfhPGLFmZYjl6vmeZcjd9CpGXD+mg+799t1nyzkHOXfpQpiP50xEHHm5ZW2QdiqvABGwiRqX9WwIx4hrMWLTJuS2Cm9292PIXvEtpHLLv8147WI6aTftkoCccRPS/WmU/DWRxERY660EVWBqTaNO5hM/7dzHnzPhtLjjCRI6IyzxGm4aa4s27u9WvtJYFxhk2hrCau9ZFmyTbqQKfRn6LZyhTRgjzrPXrMXoBZNbp3frfJZQtPdsf/kV6rMQ/Pbl36gMW4G860bQufDW7gpoBPjXgLKUQ8HP0fE+6DtTjXzWpnuNvHVsy88gwoxHITxspaWlPdlIEQRBEARB6FOEaloJgiAIgiBEDCJ2BEEQBEGIaETsCIIgCIIQ0YjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQRCEiEbEjiAIgiAIEY2IHeEYUI3aFbfrFUC/gYKe+LCnIEQMXnh2P4Xd4zh/jMNnK3b36ArNgiCI2BF6nSY0vPQr5C9cDl/2fPTb+CByhrn0OUEQfAWvIH/ud9FQyJ8keRYjrucVhAVB6ElE7Ai9CLVYtzyK/BsfBeb9HoPW/gE5IxL1OUEQULsZh265E/WYh9Q3nsPwDj9JIghCV5DPRQiCIAiCENFEeM+OF+719+q5InNwcEut39yz5RHs9H9B9irsW18QNE5uufeqFahVn/fv6n1WqlG7/iUULL5K26G3OYtR8NIG1FpvcG/BwdP0+ZB2MW35UePdjYKrxrU8p017NN4iVL36HA7edmbLPelnYvfSF1C2p1pfVIqyxTONcyG/vEvhtGcDilcstoQVb1chf8VLFntMKlG19NqW6+b8HmVFTfqcifnMjuY0WMMj9Ob/ajW1qg/OMcNmHHbe+xYag8Omej3y1VyKcOcaNaFxy5soXnpbgBu23bYUxev3wPgGeRvh539WG5v/2h4Ir3Di2eKetr707duzAp/5728vbnSaCAiX4HQVik7EpwVf0RaUrF6q58HobdxtOLg6KI8pOpEnmZ5IN7V7UPbS48j326PtWvy4JZ2YBJc7nJ4eRWWrODcJSh8Uzl+8xB9UZTrKu+Gk30B6Nw1Y3Jt+LZVvldpc4z2I4tvNNPxDFBe18pCG4/iFwPTeZnpgOpkm/HQj/1sJt9z2p7N2wj3scoXpaj7t+0S82PFUlodIAFSAHvrC8pn9dah+cC3qAhKT5d78cnjUua7eZ+Areh+HbrsIe+feiKNL1mlTzYYlOHrjHOydcgcKdutE5RyI+Dn6K8fr1qAqP1Rla/06cOuv6PryN6FynfqktkGb9hC1O1Gw4Ersn/9tVKzcqQ2ZnWhY9E0cvmaZzhQNcBcFFTomVIlWPrIAO6fMQdHCJZawYtahZuGNODzlIuxesdNScNagYcduvU9sWIbiN/cHxZv5zEK4y2sNo5C0FechqDmChg1m2JC9DzyOsuCwqauEW11yFO7qQN+0hidi/xi7Z81D0aKVAW7wrVyEorl34IgSo22En/9ZHdHN8Ao3njt0TyPqNq5Bsz7iZzW/sCkoPzAUJ7ufxt45lCYCwkU/787V7QjwTsSngp/1FL6YOQuFNy1Cg9X9hStRcdMc5D/2id++TudJplvphirDzY9i95QpOHzjHajx28OQXUvuoHQyBTtve8pSoQaXO5ye/oiCVnFu4NvzEo4sekMfMRTO+0r1fjt5N+z0a6W300Aqki+72vhCOd5A5YufBIZD/jsoW26kYdvCuUjLMq4MhP11N/LnfjMwvav08G0cXLUn0K9dSROKbuZ/C2GX2/501k652GE+NulOPu37yJwdEgjOKdmUmP6Dsk/aT4ABdPY+qmAKF/8Q5SqzjUHMva9gZEkpJpTSVrIDg+6dZ0xKLFyOoz9cjiqVqlKRNHOmnqz4Pio3HgjIQArvEdS+tUft2q45B0mJ1ihtKYhsV82Di5zbtj3UQrrrWzhqum/xMxh6oMTvvsHLH0DCiI5mEzSh4ZX7cfBuI6PY5t2L3E37DDtKCzByzSNImM6OoMyzcDFl/NbhZps+HQ4uMFe+iepu56zpSFlzQD+/ZRu/YFLQBNAhcE5nUfk+Kl7dHrL12jGWidh01NrvT6Dfwjzj0jCwLV6D8UHunvDRAiQFleWdDq8eiWeN9wCqXnifdsbANe8SI0xDFcrePSj+2a8M4aEmqetw4ectW4yY3GQ4wyqJOo7Plsm+dJA9DynPbcJY87oda5C9ZKGuOIku5UkrnU83voL/4uANP2nDfW9QGplhXLfyVzjw2JYQdl6GhIXn029bosKS529ZiPghhmnHdDH99noasMNxymykzx+jjnxLHkOJv6esFOXLH9VC6zK6hspktR+Ib89qHPT76yF/euf0kLX4QjiT41rKgy6niZ7M/50otztJu+VKj+XTvomInZivIOvH11ECbt1qaJdO3UcZYd1jKFUZKBvOxUsw9NapcJmhb89C8q2/xaDFXIgRG1ageN1hSth2OCedg3iV2Klw2/A52RRISwtgIuJnjg3M7P6CiM7Nvx39ruGCOVQhSS1H7h1QLSTtvgUzER+vHUjuS7roa8h76tZWlW0A1e+j4M5HjQw5/V4M+sMtSBtmTkiOhmvSVRj0fwv8rbSKe19q3VK44LvIWkju3PAMSjeXa8PeJhcJP/gBErKpdfTIK6isblWDdEyHfv8KchY9iIGT4rVZD9Gp8OqheNb40172hej382/odBqiUK4tRMNOTqNU2F5zFTLMSer8vNkLMOLB2eiZ9/Oo8vvbH1GvHnU+Ulb8FgPPHeaf8GvLmoSM6xdhtBJHXc2TVjqbbjpy32Tk/OgupKgGAdm5aCmKWw2BpVI+/wqieDekqLDk+fOmGdeFQxfT7zFJA/ZcpN90vS43WoSlr+A9lD29VZnaFt6EjJBveXrhOZKvy2cKk+vO96d3Tg+ZC+7H8Nm56rjr5TTRk/k/7HK7hzlm+fT4YEbjSYwTztMuRjIVMIGtho7ozH0lqHpljc78FyL96lNCvHGRjMSLLtWF0040fLTPaNUljkWySuzE21tQG1CgWrqQs2cieVKqMjVpKYj43LCWXqJWhWQ5qtau1e6bipSLxoVwX0dQRbrlbc4vRDai5p2HRLMS9cOttPOQMkOViOSOzagtCZaJGUhS3dZbUfPga8eu2zTlVKTfSoVY4ZMoXh3Yrd0x4fi9t+hMePVEPJtYWp/co5g7QafTEIVybCKcMcau76P3UNXmXJNuUr0Dlbryw4xLkXZKsrEfkm7kSSudSTfhuC9+HNLmTdUHFKc7j+p9C8OnIVnloRdRunxT0LCOJc+fmqFNO6Kr6fdYpQFr744pLOtRt/Z5LRzb7tVR9yam6P0iNLz9aev5VX66miZ6Nv+HX273MMcqnx4nROww8eOR8W3ugm1deLRLuPe5S9D4/j5jf8ZkxGeEzpa2zEG6y5IS2+qtqFMWWoayCteicoul9e5vAejCJmAIqxLVr/6npSBKJHHm7yUKanm5D6KWnqcYQu4b3BX9bpk7hGFUZvc33ByMvT/iqTVrsBuNBcGZ1w6nWbCtexTFG8y5Br1NChKvnI9YaqU3/2YlyjvVuxOm33uFToRXj8SzpnY7ylbq1qfqUbSk0+BC2Tr3bMN9ODz2q8hf8XqPF6a+PVt1hUNp/txxiGuvdOtWnrQSfroJz30uxI2brNPPPjTuK2ktoOyDkHS5IYh8T7+NKv8zW4Z1WpcH7dHF9Hss04B9IDIW3mqIDBaWL7yGSlX2cQ/MAmS2s3aXbRi5T8UhCaUHrsSuuYtR8OqW1qKny2miJ/N/J8rtnuYY5dPjhYgdRTRizrlUJSjf0/9BWUG4kRvmfaWH0KDzEDLbGfe0KOsWrENZVFiu3eEXVf4WgL+wsVD9CUof4UmKlnOJQxF/Dg/iU8FsneNhdd/UIXCFzuMdUIGGHYf1/gi4crpRkdpzkXbVhVRgkH+ffQ8NndEdAWxAxaxBgW8etPM2mi3nS0jjlmnhayh7O3jIoj160O8a36JZQW8gtfM2WLjh1SPxzFBLdjO1rnlyrb9HkdLpyEm6mzt4Dks6Ur/zCySq4RmGJ6p/FfvHnoqdi19q582WYNqLTzeaDuXrOCO/Dclov8LpVp4MJLx000n3tQsJommzdMVvaQD5e45ClAft0pX0e+zTgG3YhcjkIVsuv+74JkpV78clSL9yfPs9lIlT0f8vd7aEB08ynj8LuzKuQv5Lu1vc2OU00YP5vzPldhdov1zpqXzaNxGxY5I4BZl3XUbp6WWUrQ39lkNIunpfZ7AMZbW05NobwrJ2q56K+JFmd3k/xKsJlcQxnRPTWajQnD4P6TOy4Vv+PMp7s+s2AMrs82+mSmQn6v/1Tu+Oj/coxzq8LMNh50xCvNmDkDEKCWp4hVrQQXNYbFnnYsiqtcZER7Ms5euW3Ii91/01xOTfE4ljn25seVP0UJbZALLk+VblQW9wPNKAGc4m2XDeei3Sc6L1cVtEw3XWTzBaTUjWE4wVVJnfOBe7lm5uPTx5XDj+5XYk51MRO35ciJ9zk5ps2LlhjDDui6NWgplwiivhbsvq+mq4G/R+Xioc/tgJNZR1FLUbjCGJ1l3WloIooDvW0iK09hJZ3ff+PjS2OR7XHimIGWtO9As1PGXSAHdpjd7vB2diG+1P+zBk3M4TwDs5tBhAiLd3nr0e7Q2n+1uPnRpCi4EzyyyY2vN7+LR+a+Kf7X9mI5zw6pF4Jvw9CNmImj6KqhKNZXil1ZArY0503L4PQ5+7t6Uw3bAUR4Je/w1Ne/FphyM5VVdkbQz/WOl2ngyk43TjRPSAvDDc54WnukLvU2We2saE1lZDWaX+PN+5ISymC+n3OKWBlt4dpnPzzowJyQ9j/IFNyPWLHqrIzYngXU4TPZX/O1lud4GwypVu59O+SWdyROTj76Xp5DBGR/fFZyNmjE4xO/PR2IY69hUfQKNS9ZQoJwxqeQuAW+7BQ1nVe1H7Nve5hhrCskyEXLcQezNaui23TVlo9AYR/l4iq/v2bUbt/q5kViccqf30/mE0HDIL7CC8ZWj8tMjYzx4KV2ZLOy0QS29Fp4YWu4vZeuxgSCiABLiGm+/47kHt9iPHoUAII7x6JJ6trU8S+AunWbrF+2PvwhfVVe0XyomIP/dWDF+9RBfgVOG0u3ZSOJDY6Z/nzwe+t7a338PS7TwZTBjpJjG1xX07DrV6s9KgGY0H9ur0kwXXoDRdKQdjHcp6DaWPPoZSlec7O4TFdDb9Hs80QMIiPUHvk9BI6MIU+/hhSFvwAPKWUJmt0GshdTlN9FD+72y53ev0Rj49fojYCcDspeHu6Lc60R3dwX0BrZ22hJR1zYjzkXzZKYEFVsBQ1lqUrVvbRpe1tSDqALPlZXVfq7H2cLG2Pqjl+sbHIQp8arV+8iYq1DwjKig6aoGavRVqiNBYS+hYYLYe1ZDQF3XatD2sfu/+uHqX6Si8eiSerW90tU9HhbItIbkbb4O1pmVoh+ho/aueyJNBdJRuAtz39juoDCVI/ZN+iQ6Go1rs24mGX92n10fpyhBWZ9Nv300D4eOAMzkonLqcJnoi/3eh3D5GHL846llE7ARj9tKsewGlr1lWqe2Idu+jzDDzCsSqco4E0Y13YJ91YhwvHb/0HhxZYqh62/z5yGj1Wqp1KGsJim5aojJi+0NYSzDUXBDLso3fZCp1s+VFYm3uAsv6HtSqeOR9y9sKvHT6CuRf9VuUtVdw5Z2NNHPxr+V3Iv9XT1tm8pMdb/0Ve6+/22jpZd+MzG9P7aAFavZWUHt35TOoPGT2Hfc2ZiudBMGTa8LqMrYNm43+/vU37saBHz9mWc6fRN6e9ShYfAvy1/fm22UdhVcPxLN1+GLJxtYLlJUewVCzxawLZd+WpdjOy+Vb34Cp3Y3iv/wLhgup0jjTHOLpBiT2Mu+2rON0/c9waHNRS4XF+WzFYny2eL1K893Pk8F0kG7sg5H6db3wXuGjKLrltyjYYrqP08haHPzxQlSoVZXHIPa+G5HabmPAKl4NOj+EZdCp9NuX00AralG19GvYvfQ5lASE9Ws48rfX1BGmX4TkEbzyfNfTRPfzf1fK7Z7l+MXRsUHETivMBL8BDSs3aLNwaP8+W84FGPjv3+vxT54YNw07zK7fQVNwWC/PzSt85v3mYsS0ihnrUJZJ+0NYbXW7W1uYLUNZk9D//nu0+6ilePfF2OXvRh2CvXMXomZnB/0A9oHI/M3f0W+eXg9jya3YPzanxY4r725ZnXPVPcjscGIhYVYQG561LNEfLiHe3qGtre88WTGEWyrcK58Ns1BJRtJNi7TfKVxX/gQH/H7PwI4pc3F0SfjiufVbE7S19R0dKx2FV7fi2dr6bGuIhfKBv5XbUiir5fLVGzD6WYOmoUgtxc+vDv8E/Sd1JCSYjuLTDsek+Ri0ZL4WFCtRfv7YlnDkfGb5hEn382Rr2k830YiZfQ/yTPfxW0GzTPdxGrlaf85gDGKW/B15swd2ULFYw5rpyhCWSbjp93inga5QgYZF30ZhQFjfqD/VcT5S/u+rSNIT+bqeJrqZ/7tabltoXWbMbCWuOipXjl8c9T5hZN8TGeukRSttmRvYcs5Bzl26QOLjORMRp0qQrt7HRMM1+WYMX7sG2Y9ZZ7ozlJAWPoCsVZsw5uFrW1a0Dca6wCATosu6ZS2Pdgq+gO7aTdRgqWdDOEZcixGbNiG3lftmIGHJY8he8S3d0rROyAsifgxyqBU1ePnfkKIzvp/pC9Fv2WoM3fQAcszVORXt2McVxIybkO63i/w1sb1KoP04CsA6ITEYXrV1wYKWcAjx3bFWsN8ffhVDV/0jyO86fpf/Ef2np9NxG/5tzz0BdCe8OhHPrdxjWU+kneGSgEJ59VbUj78ReauW+T+FYGCESfaatRi9YHI73eSdiE9FIuKvfwBjNq0OevOGUOlvJQZ9x+xR7GKe7Fa6Yff9ASPWrGztPhX+y5C76VWMuH5MWEMHAUNj069G+mRLnNjj4cwLdmgHebfD9Bt3HNJAG2SnwtnuYkpMPImQB5C77AH9qRoTDusnMHjH4xgYUIF3o5zuRv7vcrkdTpkRZrlim9QLcdSHsJWWlhqNIkEQBEEQhAikI1ksCIIgCIJwQiNiRxAEQRCEiEbEjiAIgiAIEY2IHUEQBEEQIhoRO4IgCIIgRDQidgRBEARBiGhE7AiCIAiCENGI2BEEQRAEIaIRsSMIgiAIQkQjYkcQBEEQhIhGxI4gCIIgCBGNiB1BEARBECIaETuCIAiCIEQ0InYEQRAEQYhoROwIgiAIghDRiNgRBEEQBCGiEbEjCIIgCEJEI2JHEARBEISIRsSOIAiCIAgRjYgdQRAEQRAiGhE7giAIgiBENCJ2BEEQBEGIaETsCIIgCIIQ0YjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQRCEiEbEjiAIgiAIEY2IHUEQBEEQIhoRO4IgCIIgRDQidgRBEARBiGhE7AiCIAiCENGI2BEEQRAEIaIRsSMIgiAIQkQjYkcQBEEQhIhGxI4gCIIgCBGNiB1BEARBECIaETuCIAiCIEQ0InYEQRAEQYhoROwIgiAIghDRiNgRBEEQBCGiEbEjCIIgCEJEI2JHEARBEISIRsSOIAiCIAgRjYgdQRAEQRAiGhE7giAIgiBENCJ2BEEQBEGIaETsCIIgCIIQ0YjYEQRBEAQhohGxIwiCIAhCRCNiRxAEQTgJqETV0mvxafq1OLilUpsJJwsidgRBEIQIxwvPlidweNEhxCxZhP6TkrW5cLIgYkcQBEGIbGq34Mgv/gHccS8GXTcGDm0snDzYSktLfXpfiCB8BS9hz3nPI371I8iOe8O/nzPMpa8QBEEQhJMD6dmJRGo349Atd6LhmpuQkVeMkt/9Dg3nXYHUPBd8e1bgs/R0fGrd5ixGwfo98PC93t0ouGpc4Pn0M7F76VrU1nqV9Sa+oi0oXnobtgVc9wLK9lTrKxpRu+IbFnuMbdttS1FsPk9hXjcOn63YjRb17YV7/b3K/m2L18OtTYEmNG55CQdvO1Pbyc99CZXv/KO13/wb2/2p5Tmfozmk3Yz5XO0eM8yuWgEVBG2GkdXvFqzXm3aYdNautqjdg7IVi7FT27Httkda7vc/4xso2NNomClKUbZ4JpnPRP76Ujr2wrNnPQoWX2VxB8d7fch4bNnY3so2rtF2V69H/jg+HoedSzdb4l67Ydy9KKv8PERYWDZr2HU6TK9C/lOb0djqfh0mbYYRpfNuxn9LngtO39Zzlm3cbTi4ekOr/GZgyRO3v4QG/yXBcWkhTPe28meb6YFPtpW3u5LuQtlF6WTxiqDwDJ3vq4qa2nxWx2UUEU7arA4VF8KJhIidiIMKw82voHJDFuJnjgY2LEPx8nI4p4yCq63Y3rAER+f+HEfanLS3Ew2Lrkb+/9ugRQEVgrufwhczZ6Fo0UpL4c3XfROH59yNgt2tC30T38pFKJo7B7vufaul8gmbaioYf4zds25Excqd2oyfeyMOXH4nmrVJx9jhnHQO4rPJPU+/jaqAwqwcVWvXkr+mInnaIG3WEdrvU27CvvUFgRVa/iZUrouBc/pEYN0aVOUHVqataduu0FSi6rGf4/DCJX7R5lt5Nw7fuTpQBHQEd/Xf8R0cXbJOG7A7voeDq77Qx13HV3wAjYW8Vwj3I0+htIAqqG7Q+TBdh5oVP+qhAAAdbElEQVTv3oD8JwPFRs/RVpw1om7jGjRnT6E8CDS/sAl1HcVJ4UpU3DQHe6/7fyjjijwASrfT5yF9RjZ8y59Hufa3b89rKF6yFZhxMzKnpyuz9gkjjbWZHva0GYYq3c15sAfEAaWTJQtx+I7lqFKJuJ18/5f3gxorTPhlVE+nTaFvImIn4mhG44G9QYVRFlyD0mDTR4oZS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Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-4927726126131584392018-06-27T18:46:00.001-07:002018-06-27T18:46:24.195-07:00<span style="background-color: white; color: #333333; font-family: Georgia, serif;"><span style="font-size: xx-small;"></span><span style="font-family: Georgia, "Times New Roman", serif;">Valencia, 27 de junio de 2018 #DIPIFaCESUC <i><span style="font-size: large;"><span style="color: lime;">|</span></span></i> Redacta Dalia Correa</span></span><br />
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</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; line-height: 107%;">El Presidente del II
Congreso Internacional de Investigación e Innovación de la Facultad de Ciencias
Económicas y Sociales de la Universidad de Carabobo<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"></span></span><span style="font-family: "Edwardian Script ITC"; font-size: 20.0pt; line-height: 107%;">Dr. Benito Hamidian </span><span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; line-height: 107%;"><span style="mso-spacerun: yes;"> </span>y el Comité Organizador del Congreso sienten
especial complacencia en presentar Programa Académico del evento. El mismo es
producto de la suma de voluntades que con entusiasmo se han abocado a su
construcción. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; line-height: 107%;">Desde la concepción de la
idea hasta su concreción, son muchas las personas que participaron en este
recorrido, unas con rostros visibles otras con menos visibilidad, pero todas
como un solo equipo de alto desempeño, comprometido con los más nobles
propósitos de la </span><span style="font-family: "Edwardian Script ITC"; font-size: 22.0pt; line-height: 107%;">Academia.</span><span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; line-height: 107%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; line-height: 107%;">La gestión decanal y
directiva de la FaCES UC tiene una Política de Investigación y Producción Intelectual
que tiene en el Congreso uno de sus logros más importantes y que sirve, entre
otras actividades, como plataforma para soportar la internacionalización de la
facultad. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; line-height: 107%;">Son ya cuatro congresos con este<span style="color: #0000ee;"><span style="font-size: x-large;"><span style="font-family: "Edwardian Script ITC";"><span style="font-size: large;">,</span><b> </b></span></span></span>el primero, de carácter nacional, se hizo en 2015. Visto
así pareciera fácil, pero en realidad es complejo por los tiempos de dificultades
que confrontamos; no obstante, la voluntad de hacer nos impulsa y permite que
cristalicemos los sueños en realidades.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Book Antiqua",serif; font-size: 12.0pt; line-height: 107%;">Esperamos verles la próxima
semana.</span></div>
<div class="MsoNormal" style="tab-stops: 165.75pt; text-align: justify;">
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<span style="color: lime;"><span style="font-family: "Edwardian Script ITC"; font-size: 24.0pt; line-height: 107%;"><span style="font-size: x-large;"><b><a href="https://drive.google.com/open?id=1p-E6OaRzOOog0J06OIrjob4wE5sb6zXp" target="_blank">Programa</a></b></span> </span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCbauW8cu0z3D4cXNzUEnhR84GO9svGrxYmAG4dI73BxC-39WlaR9t8Qd_8iTZb6S5vNOY0tqSZkpBkZtsNG2jwrDAvTY9MsAyY6VR1Y2RvLPV0YCuAkfIePjAm1wMGSbl0N30rY1rJg/s1600/imagen+portada+programa+congreso.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="767" data-original-width="589" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCbauW8cu0z3D4cXNzUEnhR84GO9svGrxYmAG4dI73BxC-39WlaR9t8Qd_8iTZb6S5vNOY0tqSZkpBkZtsNG2jwrDAvTY9MsAyY6VR1Y2RvLPV0YCuAkfIePjAm1wMGSbl0N30rY1rJg/s1600/imagen+portada+programa+congreso.png" /></a></div>
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</span></span>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-3296274943657746122016-10-06T16:18:00.000-07:002016-10-06T16:18:26.330-07:00PORTADAS TIPO PROYECTO DE INVESTIGACIÓN<span style="font-size: small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: #b45f06;"><span><span><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: blue;"><span style="color: black;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span><span style="color: #b45f06;"><span>|</span></span></span> </b></span></span></span></span></span></b></span></span></span></span></span></span><span><span></span></span></b><span><span><span style="color: black;">Valencia, 06 de octubre de 2016, <b>IACAYC<span> </span></b></span></span></span></span></span></span><span><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: blue;"><span><span style="color: black;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span><span style="color: #b45f06;"><span>|</span></span></span> </b></span></span></span></span></span><span><span style="color: #444444;">Por</span></span></span></b><span><span style="color: #444444;"><b>:</b></span><span style="color: blue;"><span style="color: black;"><span style="color: #444444;"> </span><i>Dalia Correa</i></span></span></span></span></span></span></span></span><br />
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<span style="font-size: small;"><span><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span><span style="color: blue;"><span style="color: black;">Estimado estudiante de Investigación Aplicada a las Ciencias Administrativas y Contables:</span></span></span></span></span></span></span></span><br />
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<span style="font-size: small;"><span><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span><span style="color: blue;"><span style="color: black;">En el siguiente enlace podrá acceder a las portadas tipo 1 y 2 del proyecto de investigación para su trabajo de grado, sólo deberá cambiar los datos particulares que corresponda.</span></span></span></span></span></span></span></span></div>
<span style="font-size: xx-small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="font-size: x-small;"><span style="color: blue;"><span style="color: black;"><i><span style="font-size: small;"> </span></i></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguFV6uGaPGRGGrrOgVxZolmbPdE1wJ1nyPDEhxu9vlBCGGrF7aMY3UNsgz4c1dzKvXwRVLZzttRT_loGiJCa9gnUMtHW0SlobeqB1Qgr6hJIckYV8MfY0UilhSaVbqDZ9Eib1-9RDlFw/s1600/PORTADA+PROYECTO.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguFV6uGaPGRGGrrOgVxZolmbPdE1wJ1nyPDEhxu9vlBCGGrF7aMY3UNsgz4c1dzKvXwRVLZzttRT_loGiJCa9gnUMtHW0SlobeqB1Qgr6hJIckYV8MfY0UilhSaVbqDZ9Eib1-9RDlFw/s640/PORTADA+PROYECTO.jpg" width="498" /></a></div>
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<span style="font-size: xx-small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="font-size: x-small;"><span style="color: blue;"><span style="color: black;"><i> </i></span></span></span></span></span></span></span>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-63628230886366773872016-07-27T06:15:00.000-07:002016-07-27T06:15:05.771-07:00A MODO DE GUÍA. CATÁLOGO OFERTA INVESTIGATIVA ACCP<span style="font-size: xx-small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="color: #b45f06;"><span style="font-size: medium;"><span style="font-size: x-small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: blue;"><span style="color: black;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="font-size: large;"><span style="color: #b45f06;"><span>|</span></span></span> </b></span></span></span></span></span></b></span></span></span></span></span></span><span style="font-size: small;"><span></span></span></b><span style="font-size: small;"><span><span style="color: black;">Valencia, 27 de julio de 2016, <b>IACAYC<span> </span></b></span></span></span></span></span></span><span style="font-size: x-small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: blue;"><span style="font-size: medium;"><span style="color: black;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="font-size: large;"><span style="color: #b45f06;"><span>|</span></span></span> </b></span></span></span></span></span><span style="font-size: small;"><span style="color: #444444;">Por</span></span></span></b><span style="font-size: small;"><span style="color: #444444;"><b>:</b></span><span style="color: blue;"><span style="color: black;"><span style="color: #444444;"> </span><i>Dalia Correa</i></span></span></span></span></span></span></span><br />
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<span style="font-size: small;"><span><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;">La Escuela de Administración Comercial y Contaduría Pública de la Facultad de Ciencias Económicas y Sociales de la Universidad de Carabobo diseñó un "Catálogo de la Oferta Investigativa" que sirve para orientar a los estudiantes de Investigación Aplicada en la selección del tema de investigación de su proyecto de trabajo de grado. Es un esfuerzo de sistematización de líneas de investigación, interrogantes y tutores que permite que los investigadores noveles tengan una guía a partir de la cual valorar sus intereses investigativos y factibilidad de trabajo de acuerdo a los mismos.</span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;">En la actualidad se está actualizando, pues la versión disponible data de 2010; no obstante, posibilita generar inquietudes investigativas para aquellos estudiantes que no tienen tema seleccionado ni tutor (a). A continuación el enlace donde puede disponer de su contenido: <a href="https://drive.google.com/open?id=1F2PsdRzo4lldGOAAxL-WTtNQ0bYYcMQFS5D97FQqi6B_iWC1zi1s_Mfudo--" target="_blank">Catálogo Oferta Investigativa ACCP</a> </span></span></span></span></span></span></span><br />
<span style="font-size: x-small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;"><i><br /></i></span></span></span></span></span></span>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-56084040067024357432016-07-21T16:16:00.001-07:002016-07-27T06:27:00.104-07:00PROGRAMACIÓN SEMESTRE 1 2016<span style="font-size: small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="color: #b45f06;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="color: blue;"><span style="color: black;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-size: large;"><span style="color: #b45f06;">|</span></span> </b></span></span></span></span></b></span></span></span></b><span style="color: black;">Valencia, 21 de julio de 2016, <b>IACAYC </b></span></span></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="color: blue;"><span style="color: black;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-size: large;"><span style="color: #b45f06;">|</span></span> </b></span></span></span><span style="color: #444444;">Por</span></span></b><span style="color: #444444;"><b>:</b></span><span style="color: blue;"><span style="color: black;"><span style="color: #444444;"> </span><i>Dalia Correa</i></span></span></span></span></span><br />
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<span style="font-size: x-small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: blue;"><span style="color: black;"><span style="font-size: small;">La programación de la asignatura se hizo atendiendo a la estructura de un semestre que no es continuo pues se interrumpe con las vacaciones del personal de la Universidad de Carabobo. No obstante, antes de salir de vacaciones los estudiantes deberán tener estructurado su equipo de investigación, la selección del tema enmarcado en una de las líneas de investigación de la FaCES UC y el posible tutor o tutora. </span></span></span></span></span></span></div>
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<span style="font-size: x-small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: blue;"><span style="color: black;"><span style="font-size: small;">Para acceder a lo planificado hacer click en el siguiente enlace</span></span></span></span></span></span></div>
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<span style="font-size: x-small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: blue;"><span style="color: black;"><span style="font-size: small;"><a href="https://drive.google.com/open?id=0B_hqQp_5NvZ_blRYOUhPenZwQnM" target="_blank"><b><span style="color: purple;"> </span><span style="color: #4c1130;"> PROGRAMACIÓN SEMESTRE 1 2016</span></b></a></span></span></span></span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbdBz6tzIO9HLC1bzqEvubiLyefo6Y7XNRiLnBvxvyE18DiMdWp8z3wMONWWkTA-Gcp6ZKXQlmVB3a0JDuoO40lpqr5LlumY1_O6wlt8u484OQJQ_rLgFHewv9mnnb-wZ4aR9SX7Ar8A/s1600/IA+FOTO+PROGRAMACION+2016+1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbdBz6tzIO9HLC1bzqEvubiLyefo6Y7XNRiLnBvxvyE18DiMdWp8z3wMONWWkTA-Gcp6ZKXQlmVB3a0JDuoO40lpqr5LlumY1_O6wlt8u484OQJQ_rLgFHewv9mnnb-wZ4aR9SX7Ar8A/s640/IA+FOTO+PROGRAMACION+2016+1.png" width="488" /></a></div>
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<i> </i>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-83080438855328450242016-07-21T15:31:00.000-07:002016-07-21T15:31:12.207-07:00Normativa para los Trabajos de Investigación de la FaCES UC<span style="font-size: small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: #b45f06;"><span><span><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: blue;"><span style="color: black;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span><span style="color: #b45f06;"><span>|</span></span></span> </b></span></span></span></span></span></b></span></span></span></span></span></span><span></span></b><span><span style="color: black;">Valencia, 21 de julio de 2016, <b>IACAYC<span> </span></b></span></span></span></span></span><span><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: blue;"><span><span style="color: black;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span><span style="color: #b45f06;"><span>|</span></span></span> </b></span></span></span></span></span><span style="color: #444444;">Por</span></span></b><span style="color: #444444;"><b>:</b></span><span style="color: blue;"><span style="color: black;"><span style="color: #444444;"> </span><i>Dalia Correa</i></span></span></span></span></span></span></span><br />
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;">La presente Normativa dispone las
condiciones, procedimientos y criterios exigidos por la Facultad de Ciencias
Económicas y Sociales de la Universidad de Carabobo para la elaboración y
presentación de los Trabajos de Investigación. Se elaboró atendiendo a un
mandato del Consejo de la Facultad según Oficio N° CF 0493. La comisión
designada quedó constituida por los profesores Ángela Egleé de Blanco, Yamile Delgado
de Smith, Dalia Correa, Isblia Amundaraín y Carlos Zambrano.</span></span></div>
<span style="font-size: large;"><span><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;"></span></span></span></span></span></span></span><br />
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;">Esta Normativa deberá observarse
en la elaboración y presentación de los trabajos de ascenso, trabajos de grado,
especialización, maestría y tesis doctorales, así como también trabajos cuyos
propósitos estén dirigidos al fortalecimiento de líneas, unidades, laboratorios
y centros de investigación adscritos a la Facultad de Ciencias Económicas y
Sociales, en concordancia con lo estipulado en la estructura legal de la
Universidad de Carabobo.</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: blue;"><span style="color: black;">La
Cátedra de Investigación Aplicada a las Ciencias Administrativas y
Contables, que tiene como objetivo el que el estudiante sea competente
para elaborar, y efectivamente elabore, un proyecto de investigación,
pertinente a su carrera y que sea el insumo para su trabajo de grado,
tiene dentro de sus textos base esta Normativa. Para acceder al documento haga click en el siguiente
enlace:</span></span></span></span></div>
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</span><span style="font-size: x-small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;"><div class="separator" style="clear: both; text-align: center;">
<span style="font-size: x-small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;"><span style="color: purple;"><a href="https://drive.google.com/open?id=0B_hqQp_5NvZ_b1ctWWZicnM1Ukp5OTVUQkgzMHV2WElSOUw4" target="_blank"> <span style="font-size: small;"><b> <span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">Normativa para los Trabajos de Investigación de la FaCES UC </span></b></span><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"> </span></a></span></span></span></span></span></span></span><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCvdKw05akUYlCikpa_DhPaHZQONaGy8o4a7hZE5UJMPVqry0qeYK5X9j53vSoLKOY9icYreORRXTpM7hx9yI0BsLbYzRfFb6UQ7TkiWh7wvZCiDlsfRo-QTvOi_Pz7A2PjgyghuXeDA/s1600/normas+faces.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCvdKw05akUYlCikpa_DhPaHZQONaGy8o4a7hZE5UJMPVqry0qeYK5X9j53vSoLKOY9icYreORRXTpM7hx9yI0BsLbYzRfFb6UQ7TkiWh7wvZCiDlsfRo-QTvOi_Pz7A2PjgyghuXeDA/s640/normas+faces.jpg" width="450" /></a></span></div>
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<i> </i></span></span></span></span></span></span>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-86047252598219669722016-07-21T13:30:00.001-07:002016-07-21T13:30:52.359-07:00LÍNEAS DE INVESTIGACIÓN DE LA FaCES UNIVERSIDAD DE CARABOBO<span style="font-size: x-small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="color: #b45f06;"><span style="font-size: large;"><span style="font-size: x-small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black;"></span></span></span></span><span style="font-size: small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: blue;"><span style="color: black;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="font-size: x-large;"><span style="color: #b45f06;"><span>|</span></span></span> </b></span></span></span></span></span></b></span></span></span></span></span></span><span style="font-size: small;"></span></b><span style="font-size: small;"><span style="color: black;">Valencia, 21 de julio de 2016, <b>IACAYC<span style="font-size: large;"> </span></b></span></span></span></span></span><span style="font-size: small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="color: blue;"><span style="font-size: large;"><span style="color: black;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><b><span style="font-size: x-large;"><span style="color: #b45f06;"><span>|</span></span></span> </b></span></span></span></span></span><span style="color: #444444;">Por</span></span></b><span style="color: #444444;"><b>:</b></span><span style="color: blue;"><span style="color: black;"><span style="color: #444444;"> </span><i>Dalia Correa</i></span></span></span></span></span></span><br />
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;">Las líneas de investigación de la Facultad de Ciencias Económicas y Sociales de la Universidad de Carabobo fueron aprobadas por el Consejo Universitario y se muestran en un catálogo realizado por la Dirección de Investigación y Produccción Intelectual -DIPI- en función tener compilada la información en un documento manejable.</span></span></span></span></span></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;">Como dice el Decano Benito Hamidian en su presentación "</span></span></span></span></span><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><i> La intención es y será, conformar
el eje ordenador de la actividad investigativa de la Facultad de Ciencias
Económicas y Sociales, razón que permite poner a disposición todo el apoyo
necesario para fomentar y formalizar otras líneas de investigación en el
futuro, que tengan como principio, dar respuesta y explicación de las problemáticas
y cambios de la sociedad venezolana."</i></span></span></div>
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<br /></div>
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<span style="font-size: small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;">Actualmente, la DIPI se encuentra fomentando la revisión de las Líneas de Investigación y en ese sentido se están haciendo reuniones con la Escuela de Administración Comercial y Contaduría Pública a objeto de actualizar las líneas tomando en consideración a los departamentos de la escuela y a las estructuras de investigación conexas a la misma. </span></span></span></span></span></span></div>
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<br /></div>
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<span style="font-size: small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;">La Cátedra de Investigación Aplicada a las Ciencias Administrativas y Contables, que tiene como objetivo el que el estudiante sea competente para elaborar, y efectivamente elabore, un proyecto de investigación, pertinente a su carrera y que sea el insumo para su trabajo de grado, tiene dentro de sus textos base el catálogo sobre las líneas de investigación. Para acceder al documento haga click en el siguiente enlace:</span></span></span></span></span></span></div>
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<span style="font-size: small;"><span><span style="font-family: "helvetica neue","arial","helvetica",sans-serif;"><span style="font-family: "arial","helvetica",sans-serif;"><span style="color: blue;"><span style="color: black;"><span style="color: purple;"><a href="https://drive.google.com/open?id=0B_hqQp_5NvZ_aTktb0NHbGZkbE5QQ19yaXVLdEZOSWsyMktj" target="_blank">Líneas de Investigación FaCES UC</a></span> </span></span></span></span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi97R7J3GRxO_6xt6lHwAETJtkLR1aUdtPTUoob9GwreSbJPvs8sEsFs_FLMPviicM-shbBH1RptYunn44Wq6_CsEldl-gIZZeRNwuJjNzYH_S0zDhM0NK-ePq32zmLQPIc4nCR-Tc19Q/s1600/lineas+faces.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi97R7J3GRxO_6xt6lHwAETJtkLR1aUdtPTUoob9GwreSbJPvs8sEsFs_FLMPviicM-shbBH1RptYunn44Wq6_CsEldl-gIZZeRNwuJjNzYH_S0zDhM0NK-ePq32zmLQPIc4nCR-Tc19Q/s640/lineas+faces.jpg" width="462" /></a></div>
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<span style="font-size: x-small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: blue;"><span style="color: black;"><br /></span></span></span></span></span></div>
<span style="font-size: x-small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: blue;"><span style="color: black;"><i> </i></span></span></span></span></span>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com2tag:blogger.com,1999:blog-31748633676571809.post-77329827759802706562016-05-09T14:08:00.001-07:002016-05-09T14:08:47.098-07:00REPROGRAMACIÓN DE ACTIVIDADES PERIODO 2015-2<!--[if gte mso 9]><xml>
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</span>Inicio del ciclo de presentación oral de los proyectos.</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Equipo de Leonardo Rodríguez y María Martínez</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Equipo de Eduardo Chacón</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Miércoles 18</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Equipo de Joseris Wysocki, Lilibeth Gil y Yolimar
Ojeda</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Equipo de <span style="mso-spacerun: yes;"> </span>Ángel
Zambrano y Joselin Pinto</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Lunes 23</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Equipo de Cristiandris Lugo y María De Gouveia</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Equipo de José Paz</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Miércoles 25</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Equipo de Norlys Osto y Orlando Ortega</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;">Equipo de Luis <span style="mso-spacerun: yes;"> </span>Villarroel y Mauriczio Sosa</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<br /></div>
Lunes 30</i><br />
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "Book Antiqua","serif"; mso-ansi-language: ES-TRAD;"><i>Entrega del proyecto integrado. Sin prórroga.</i></span></div>
Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-50964026157229773992016-04-05T19:36:00.000-07:002016-04-05T19:36:10.124-07:00Concurso de Oposición en Investigación Aplicada<h3 class="thin mt0">
<span style="color: #444444;"><strong>CONCURSO DE OPOSICIÓN FACES - 2015 </strong></span></h3>
<h3 class="thin mt0">
<span style="color: #444444;"><strong><span style="font-size: small;"><i>Por Dalia Correa - Jefa de la Cátedra de Investigación Aplicada FaCES Universidad de Carabobo</i></span></strong></span></h3>
<h3 class="thin mt0">
<span style="color: #444444;"><strong><span style="font-size: small;"><i> </i></span></strong></span><span style="font-size: small;"><span style="font-weight: normal;">
</span></span></h3>
<span style="font-size: small;">
</span><div style="text-align: justify;">
En el llamado a Concurso de la Facultad de Ciencias Económicas y Sociales de la Universidad de Carabobo hay la oferta del cargo a Tiempo Completo para el área de Investigacion en la asignatura de Investigación Aplicada a las Ciencias Administrativas y Contables.</div>
<div style="text-align: justify;">
El perfil requerido es el siguiente:</div>
<div style="text-align: justify;">
<br /></div>
<div data-canvas-width="88.8355294117647" style="font-family: sans-serif; left: 928.88px; top: 676.616px; transform: scaleX(0.92537);">
<span style="font-size: small;"><b>LIC. EN CONTADURÍA PÚBLICA, LIC. ADMINISTRACIÓN COMERCIAL, LIC. EN RELACIONES INDUSTRIALES, LIC. EN EDUCACIÓN, ECONOMISTA, ANTROPOLOGO Y LIC.EN COMUNICACIÓN SOCIAL. PREFERIBLEMENTE CON EXPERIENCIA DOCENTE EN EDUCACIÓN SUPERIOR Y PREFERIBLEMENTE CON MAESTRÍA EN EL ÁREA SOCIOECONOMICA.</b></span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
El aviso de llamado a concurso se ha realizado a traves de la web de la FaCES UC: www.faces.uc.edu.ve</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Dando
cumplimiento a lo establecido en el Instructivo Presidencial para la
Eliminación de Gasto Suntuario o Superfluo publicado en Gaceta Oficial
Nº 39.146 en concordancia con la Resolución Nº CU-001-1786-2016
aprobada en Consejo Universitario en fecha 03/02/2016, la publicación
del llamado a los presentes Concursos de Oposición así como su
desarrollo se realizará a través de la página web Oficial de la Facultad
de Ciencias Económicas y Sociales.</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWyEioYr-gR_W9BqCpmyz7q4jKdQOo695UOFtNe8M_C9Ud6ga0OiZVX-I9Ou3w8NbbCQOGCa04RuO-OVC4tPu-3HrbUHpSCwAnruLw_1zrgnZUVdL8TnLPkANdKixBNR7IrnxorXyGwQ/s1600/aviso+concurso.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWyEioYr-gR_W9BqCpmyz7q4jKdQOo695UOFtNe8M_C9Ud6ga0OiZVX-I9Ou3w8NbbCQOGCa04RuO-OVC4tPu-3HrbUHpSCwAnruLw_1zrgnZUVdL8TnLPkANdKixBNR7IrnxorXyGwQ/s640/aviso+concurso.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Detalles del Concurso visite el siguiente enlace: <a href="http://faces.uc.edu.ve/web/noticias/ver/concurso-de-oposicion-faces---2015">http://faces.uc.edu.ve/web/noticias/ver/concurso-de-oposicion-faces---2015</a></td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
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Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-76752343122409323852016-02-02T13:00:00.000-08:002016-02-02T13:00:45.394-08:00PROGRAMACIÓN/EVALUACIÓN 2 2015<div class="separator" style="clear: both; text-align: center;">
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<br />Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-90642915704067052872015-03-24T17:51:00.001-07:002015-03-24T17:51:40.276-07:00Portada Líneas de Investigación<div class="separator" style="clear: both; text-align: center;">
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<br />Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-17638147922557859172015-03-24T17:16:00.001-07:002015-03-24T17:16:22.640-07:00Portada Normativa Investigación<div class="separator" style="clear: both; text-align: center;">
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<br />Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-7148908608405776602015-03-24T17:11:00.000-07:002015-03-24T17:11:57.514-07:00Programación semestre 1-2015<div class="separator" style="clear: both; text-align: center;">
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<br />Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-39643094384220592542014-10-23T06:07:00.002-07:002014-10-23T06:07:51.139-07:00PLAN DE EVALUACIÓN SEMESTRE 2014/2<div class="separator" style="clear: both; text-align: center;">
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<br />Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-2095402273773548232011-11-21T09:53:00.000-08:002011-11-21T09:53:07.013-08:00Correo electrónico de la asignatura<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMwpEHmObXiTADGixsdvJGgIfpRLNFzR6-HC0QfyKzoZfUQixZvvmyKJc_pAmH1ksWzpOuJb7aSXVj1r3q-NZTKJ5soREWeMXFDBcmelLAEM0zFX74BpaDbnRvZrx5Zuph5WfA4_nTFQ/s1600/logo+faces.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" hda="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMwpEHmObXiTADGixsdvJGgIfpRLNFzR6-HC0QfyKzoZfUQixZvvmyKJc_pAmH1ksWzpOuJb7aSXVj1r3q-NZTKJ5soREWeMXFDBcmelLAEM0zFX74BpaDbnRvZrx5Zuph5WfA4_nTFQ/s1600/logo+faces.bmp" /></a></div><a href="mailto:investigacionacayc@gmail.com"><span style="font-size: large;">investigacionacayc@gmail.com</span></a>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0tag:blogger.com,1999:blog-31748633676571809.post-76488523860980127542011-06-06T10:09:00.001-07:002012-02-27T08:08:39.012-08:00PLAN DE EVALUACIÓN 2/2011<h1 style="margin: 0cm 0cm 0pt;"><span lang="ES-TRAD" style="font-family: 'ɻook Antiqua''; font-size: 12pt; mso-ansi-language: ES-TRAD; mso-bidi-font-weight: normal;">PLAN DE EVALUACIÓN 2/2011</span></h1><br />
<strong><span style="font-family: 'Book Antiqua';">ACTIVIDAD 1</span></strong><br />
<strong><span style="font-family: 'Book Antiqua';">INFORME ESCRITO</span></strong><br />
<span style="font-family: 'ɻook Antiqua'';">25%</span><br />
<span style="font-family: 'Book Antiqua';">El Problema de Investigación:</span><br />
<span lang="ES-VE" style="font-family: 'Book Antiqua'; font-weight: normal; mso-ansi-language: ES-VE; mso-bidi-font-weight: bold;">Planteamiento, formulación y sistematización del problema</span><br />
<div style="tab-stops: list 18.0pt; text-indent: -18pt;"><span lang="ES-VE" style="font-family: 'ɻook Antiqua''; mso-ansi-language: ES-VE; mso-bidi-font-family: 'Book Antiqua'; mso-fareast-font-family: 'Book Antiqua';">1. </span><span lang="ES-VE" style="font-family: 'ɻook Antiqua''; mso-ansi-language: ES-VE;">Objetivos del estudio.</span></div><div style="tab-stops: list 18.0pt; text-indent: -18pt;"><span lang="ES-VE" style="font-family: 'ɻook Antiqua''; mso-ansi-language: ES-VE; mso-bidi-font-family: 'Book Antiqua'; mso-fareast-font-family: 'Book Antiqua';">1. </span><span lang="ES-VE" style="font-family: 'ɻook Antiqua''; mso-ansi-language: ES-VE;">Justificación.</span></div><span lang="ES-VE" style="font-family: 'ɻook Antiqua''; font-size: 10pt; mso-ansi-language: ES-VE; mso-bidi-font-weight: bold;"><strong>Del 14 al 15 de Diciembre de 2011</strong></span><br />
<br />
<strong><span style="font-family: 'Book Antiqua';">ACTIVIDAD 2</span></strong><br />
<strong><span style="font-family: 'Book Antiqua';">INFORME ESCRITO</span></strong><br />
<span style="font-family: 'Book Antiqua';">15%</span><br />
<span style="font-family: 'Book Antiqua';">Marco Teórico Referencial:</span><br />
<h1 style="margin: 0cm 0cm 0pt; text-align: justify;"><span lang="ES-VE" style="font-size: 12pt; font-weight: normal; mso-ansi-language: ES-VE; mso-bidi-font-weight: bold;"></span> </h1><span lang="ES-VE">Antecedentes</span><br />
<span lang="ES-VE">Bases Teóricas.</span><br />
Bases Legales<br />
<span lang="ES-VE">Definición de términos básicos</span><br />
<strong> <span style="font-family: 'Book Antiqua';">Del 30 de Enero de 2012 al 03 de Febrero de 2012</span></strong><br />
<br />
<strong><span style="font-family: 'Book Antiqua';">ACTIVIDAD 3</span></strong><br />
<strong><span style="font-family: 'Book Antiqua';">INFORME ESCRITO</span></strong><br />
<span style="font-family: 'Book Antiqua';">10%</span><br />
<strong><span style="font-family: 'Book Antiqua';">Marco Metodológico</span></strong><br />
<span lang="ES-VE" style="font-family: 'Book Antiqua'; mso-ansi-language: ES-VE;">Diseño, tipo y nivel de investigación.</span><br />
<span lang="ES-VE">Unidades de investigación.</span><br />
<span lang="ES-VE">Procedimientos y técnicas de recolección de información</span><br />
<span lang="ES-VE">Técnica de procesamiento, análisis e interpretación de información</span><br />
<span lang="ES-VE"><b style="mso-bidi-font-weight: normal;">Aspectos administrativos del proyecto.</b></span><br />
<h1 style="margin: 0cm 0cm 0pt -5.4pt;"> </h1><h1 style="margin: 0cm 0cm 0pt -5.4pt;"><span style="font-family: Book Antiqua; font-size: x-small;">Del 06 al 09 de marzo de 2012</span></h1><br />
<strong><span style="font-family: 'Book Antiqua';">ACTIVIDAD 4</span></strong><br />
<strong><span style="font-family: 'Book Antiqua';">INFORME ESCRITO</span></strong><br />
<span style="font-family: 'Book Antiqua';">15%</span><br />
<span lang="ES-VE" style="font-family: 'ɻook Antiqua''; mso-ansi-language: ES-VE;">Informe integral del proyecto de investigación</span><br />
<strong><span style="font-family: 'Book Antiqua'; font-size: x-small;">Del 19 al 23 de marzo de 2012</span></strong><br />
<br />
<strong><span style="font-family: 'Book Antiqua';">ACTIVIDAD 5</span></strong><br />
<strong><span style="font-family: 'Book Antiqua';">PRUEBA ORAL o ESCRITA</span></strong><br />
<span style="font-family: 'ɻook Antiqua'';">15%</span><br />
<span style="font-family: 'Book Antiqua';">Sobre el proyecto de investigación </span><br />
<span style="font-family: 'Book Antiqua';">(interpretativo y argumentativo)</span><br />
<br />
<strong><span style="font-family: 'Book Antiqua'; font-size: x-small;">Del 06 al 09 de marzo de 2012</span></strong><br />
<br />
<strong><span style="font-family: 'Book Antiqua';">ACTIVIDAD 6</span></strong><br />
<strong><span style="font-family: 'Book Antiqua';">EXPOSICIÓN</span></strong><br />
<span style="font-family: 'Book Antiqua';">20%<strong><span style="font-family: 'Book Antiqua';"> </span></strong></span><br />
<span style="font-family: 'Book Antiqua';">Presentación oral del proyecto de investigación</span><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: 'ɻook Antiqua''; font-size: 11pt;"><span style="font-family: Book Antiqua; font-size: x-small;">Del 19 al 23 de marzo de 2012</span></span></b><br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: 'ɻook Antiqua''; font-size: 11pt;">Profesores adscritos a <personname productid="la Cátedra" w:st="on"><personname productid="la C£tedra" w:st="on">la Cátedra</personname></span></b><br />
</personname><span style="font-family: 'ɻook Antiqua''; font-size: 11pt;">Profa. </span><span lang="PT-BR" style="font-family: 'ɻook Antiqua''; font-size: 11pt; mso-ansi-language: PT-BR;">Dalia Correa. Jefa (e) de Cátedra </span><span lang="PT-BR" style="mso-ansi-language: PT-BR;"></span><br />
<span lang="PT-BR" style="font-family: 'ɻook Antiqua''; font-size: 11pt; mso-ansi-language: PT-BR;">Profa. Luz Marina Márquez </span><br />
<span lang="PT-BR" style="font-family: 'ɻook Antiqua''; font-size: 11pt; mso-ansi-language: PT-BR;">Profa. Shenny Díaz</span><span lang="PT-BR" style="mso-ansi-language: PT-BR;"></span><br />
<span style="font-family: 'ɻook Antiqua''; font-size: 11pt;">Prof. Víctor Campos</span><br />
<span style="font-family: 'ɻook Antiqua''; font-size: 11pt;">Profa. Zulay Chávez</span><br />
Profa. Liyeira Guédez<br />
<i style="mso-bidi-font-style: normal;"><span style="font-family: 'ɻook Antiqua''; font-size: 9pt;">Última actualización: 27/2/2011</span></i><br />
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</div>Investigación Aplicadahttp://www.blogger.com/profile/16707260013305902200noreply@blogger.com0