tag:blogger.com,1999:blog-69297645140724783732024-02-18T19:26:39.019-08:00Biologia CelularAnonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.comBlogger11125tag:blogger.com,1999:blog-6929764514072478373.post-34672985327721997172015-04-30T02:26:00.003-07:002015-04-30T02:26:50.289-07:00Actividad Previa <div style="text-align: center;">
<img height="320" id="irc_mi" src="http://images.clipartlogo.com/files/ss/original/109/109135583/cartoon-character-scientist.jpg" style="margin-top: 37px;" width="450" /> </div>
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Checa el siguiente pdf para saber acerca de los organelos celulares.</div>
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ver mas en: <a href="http://biosophia.weebly.com/uploads/4/6/7/6/46761195/actividad_previa_a_lab,_de_b.pdf">Actividad previa </a></div>
Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-37878493992154690192015-04-25T18:06:00.002-07:002015-04-25T18:07:21.827-07:00Practica N.3 "Tinciones"<div style="text-align: center;">
<img alt="Resultado de imagen para tinciones" class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSVTuuLyVXOLEJWVZQ0nA2h6R-Ttkf8qwldrUoV-bhDtCK6HAE3Gw" data-sz="f" height="295" name="f-w0dHJBrGyUtM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSVTuuLyVXOLEJWVZQ0nA2h6R-Ttkf8qwldrUoV-bhDtCK6HAE3Gw" style="margin-left: 0px; margin-right: -4px; margin-top: 0px;" width="400" /> </div>
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En su mayor parte los microorganismos son demasiado
pequeños para observarse a simple vista: <span style="color: black;">protozoos, algas,
hongos,
bacterias y
virus.</span></div>
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Estos microorganismos difieren en características tales como forma de
<span style="color: black;">nutrición,
estructura,
tamaño, composición entre otros aspectos; es por
ello que se emplea el estudio microscópico el facilita
notablemente la observación; principalmente en las bacterias se
facilita al tratarlas con colorantes o tintes los cuales
facilitan también la observación de ciertas estructuras
celulares.</span></div>
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<span style="color: black;">Desarrollamos un metodo de
tinción y damos a conocer un análisis de los resultados obtenidos en la
práctica.</span></div>
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<span style="color: black;">ver mas en: <a href="http://biosophia.weebly.com/uploads/4/6/7/6/46761195/practica_3.pdf">Practica N.3 "Tinciones"</a></span></div>
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Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-86953967169389645412015-04-20T23:55:00.002-07:002015-04-20T23:55:21.473-07:00Practica N.2 "Crenación, Hemólisis, Plasmólisis y Turgencia"<div style="text-align: center;">
<img alt="Resultado de imagen para observacion de una planta" class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTt_BnODwVpaIA_WWL9Fua4tpvYrxi5vnEgoQ2djdNGL7z-_xb5" data-sz="f" height="299" name="zJJypV-rOmva9M:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTt_BnODwVpaIA_WWL9Fua4tpvYrxi5vnEgoQ2djdNGL7z-_xb5" style="margin-left: -1px; margin-right: -3px; margin-top: 0px;" width="400" /> </div>
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En esta segunda practica de laboratorio pudimos observar celulas animales como celulas vegetales con la ayuda del microscopio y que pasa con ellas cuando las sometemos de diferente manera.</div>
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ver mas en: <a href="http://biosophia.weebly.com/uploads/4/6/7/6/46761195/practica_2_de_biologia.pdf">Practica N.2 "Crenación, Hemólisis, Plasmólisis y Turgencia"</a></div>
Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-24991446416806948552015-04-20T23:37:00.002-07:002015-04-20T23:37:29.187-07:00Practica N.1 "Microscopio"<div style="text-align: center;">
<img height="393" id="irc_mi" src="http://thumbs.dreamstime.com/z/hombre-divertido-con-el-microscopio-19218546.jpg" style="margin-top: 0px;" width="410" /> </div>
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<span style="font-family: Georgia,"Times New Roman",serif;">En esta primera practica de laboratorio aprendi a usar el microscopio, ya que es de suma importancia porque es uno de los instrumentos principales que van relacionado con mi carrera donde el microscopio nos sirve para ver objetos pequeños, para ser vistos con claridad por el ojo humano.</span></div>
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Ver mas en: <a href="http://biosophia.weebly.com/uploads/4/6/7/6/46761195/practica_1.pdf">Practica N.1 "Microscopio"</a></div>
Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-58372739050549765042015-04-09T17:44:00.002-07:002015-04-09T17:44:55.341-07:00Unidad 3. "Soluciones" <div class="separator" style="clear: both; text-align: center;">
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Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-35796597547551347812015-04-09T03:14:00.001-07:002015-04-09T03:14:06.513-07:00Act.-8 "Cierre de unidad"<div class="MsoNormal" style="background-color: white; color: #32aaff; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.8500003814697px; line-height: 20.7900009155273px; text-align: justify;">
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En este final de unidad se analizara de forma clara y precisa obteniendo el aprendizaje necesario ,para también complementar el proyecto que llevamos en practica</div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Microscopio<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">A lo largo de esta unidad hemos visto tanto las funciones como las partes de un microscopio, en nuestro laboratorio contamos con microscopios ópticos que nos apoyan mucho, pero su escala esta dada solo en la medida estándar (0.2 micras), con la cual podemos observar por ejemplo organismos como células ya sea animal o vegetal y en su defecto eucariotas y procariotas. Aprendimos también que el microscopio nos ayuda a la percepción de objetos que el ojo humano no podría observar sin la ayuda de estas herramientas.<o:p></o:p></span></div>
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" o:spid="_x0000_s1026" style="height: 255.1pt; left: 0px; margin-left: 7.2pt; margin-top: 200.65pt; position: absolute; text-align: left; visibility: visible; width: 425.25pt; z-index: -251657216;" type="#_x0000_t75"><v:imagedata cropbottom="-51f" cropright="-69f" o:title="" src="file:///C:\Users\pascacio\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"><w:wrap type="through"></w:wrap></v:imagedata></v:shape><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Su comportamiento y función es gracias al estudio de las ondas y los fotones que hacen posibles que la luz atraviese los objetos y con el apoyo de los objetivos situados en el microscopio logramos introducirnos a ese mundo extraño. En esta nueva era de la tecnología se ha logrado lo que se creía imposible: llegar al nano-mundo a través de un microscopio que sigue siendo óptico, lo que hasta ahora solo se podía con un microscopio electrónico, el cual maximisa las longitudes de ondas pero tiene el inconveniente de que las muestras deben ser fijas, es decir, solo se podía observar materia muerta. Con este nuevo microscopio se pueden analizar por ejemplo: el funcionamiento de los organelos en las células mientras éstas se encuentran en función. Es así como ahondado mas en el estudio de una herramienta que parece sencilla pero que nos abre las puertas a ese mundo tan extraño e impresionante.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS0NJjAKnlK5CsyT4f81GwCnO1ld3CZ_oFd2jQQmw7UwEL3PVbKQp-VQFw-z277xmAz8nyGSFIsAyr-1HRnKAMxqG8jh35xGxqvygSPbqcvJb6MWhBjhK5_CGyfiMfwWgtMmkIvbMFPNg/s1600/fotonoticia_20141008121846-14101064999_9999.jpg" imageanchor="1" style="color: #6699cc; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS0NJjAKnlK5CsyT4f81GwCnO1ld3CZ_oFd2jQQmw7UwEL3PVbKQp-VQFw-z277xmAz8nyGSFIsAyr-1HRnKAMxqG8jh35xGxqvygSPbqcvJb6MWhBjhK5_CGyfiMfwWgtMmkIvbMFPNg/s1600/fotonoticia_20141008121846-14101064999_9999.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background: rgb(255, 242, 204); border: none; box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;" width="320" /></a></div>
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</div>
<span style="background-color: white; color: #32aaff; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.8500003814697px; line-height: 20.7900009155273px;"> </span><span style="background-color: white; color: #32aaff; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px; text-align: justify;">Tinciones:</span><br />
<div class="MsoNormal" style="background-color: white; color: #32aaff; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.8500003814697px; line-height: 20.7900009155273px; text-align: justify;">
<v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><v:stroke joinstyle="miter"><v:formulas><v:f eqn="if lineDrawn pixelLineWidth 0"><v:f eqn="sum @0 1 0"><v:f eqn="sum 0 0 @1"><v:f eqn="prod @2 1 2"><v:f eqn="prod @3 21600 pixelWidth"><v:f eqn="prod @3 21600 pixelHeight"><v:f eqn="sum @0 0 1"><v:f eqn="prod @6 1 2"><v:f eqn="prod @7 21600 pixelWidth"><v:f eqn="sum @8 21600 0"><v:f eqn="prod @7 21600 pixelHeight"><v:f eqn="sum @10 21600 0"></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas><v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"><o:lock aspectratio="t" v:ext="edit"></o:lock></v:path></v:stroke></v:shapetype><v:shape alt="Descripción: http://www.leclinvet.com/imagenes/tinciones.jpg" id="Imagen_x0020_1" o:spid="_x0000_s1026" style="height: 68.05pt; left: 0px; margin-left: -1.05pt; margin-top: 4.4pt; position: absolute; text-align: left; visibility: visible; width: 145.5pt; z-index: -251658240;" type="#_x0000_t75"><v:imagedata o:title="tinciones" src="file:///C:\Users\pascacio\AppData\Local\Temp\msohtmlclip1\01\clip_image001.jpg"><w:wrap type="through"></w:wrap></v:imagedata></v:shape><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Las células tienen en general un tamaño y formas que incluso con el uso de microscopio óptico es difícil de apreciar, por lo tanto se emplean colorantes que afectan la membrana celular según su composición química brindando los colores que a menudo nos sirven para distinguir su forma, tamaño, presencia de extremidades o flagelos, además de los tipos de células. Por ejemplo en las tinciones de Gram, se determina según la coloración final si una bacteria es positiva o negativa, siendo las negativas las de alto riesgo para a salud.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW_OQ-KBKemAYv7bfU0Mv1jclay15D4WsePjsMzxSopWxoa53x9Njc-TOxb-3X0ybObkr1zLfYHo8nrMLiXhUW9vICcM6OfKDMqSNsPr2UDnBTf2WjJba0Q7H-7LbM4WJgIR-kjbtmyTE/s1600/tinciones.jpg" imageanchor="1" style="color: #6699cc; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW_OQ-KBKemAYv7bfU0Mv1jclay15D4WsePjsMzxSopWxoa53x9Njc-TOxb-3X0ybObkr1zLfYHo8nrMLiXhUW9vICcM6OfKDMqSNsPr2UDnBTf2WjJba0Q7H-7LbM4WJgIR-kjbtmyTE/s1600/tinciones.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background: rgb(255, 242, 204); border: none; box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;" width="320" /></a></div>
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<span lang="ES-MX" style="font-family: 'Edwardian Script ITC'; font-size: 48pt; line-height: 73.5999984741211px;">Ecoscopio<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Características<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">* 4 celdas solares<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">* Alta resolución<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">* Con luz led<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">* Cuenta con oculares de alta definición<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">* Diseño ergonómico<o:p></o:p></span></div>
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<br /></div>
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<br /></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Ventajas<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">*Gracias a sus celdas solares el microscopio nunca se quedara sin batería.<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">* Es un diseño económico ya que su mayoría está hecho de material biológico y reciclado.<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">* Tiene base de titanio con la cual la hace más ligera y resistente.<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">* Gracias a ocular de alta definición no tienen que forzar la vista.<o:p></o:p></span></div>
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<span lang="ES-MX" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> con un precio al publica de tan solo $9`999.00, aproveche esta unica oferta.</span></div>
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Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-56583478170942377972015-03-03T16:30:00.001-08:002015-03-03T16:30:26.331-08:00"Biomóleculas: ácidos nucleicos"<div align="center" class="MsoNormal" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; text-align: center;">
<img height="290" src="http://biologia.cubaeduca.cu/medias/interactividades/ADN/res/DNA.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background: rgb(255, 242, 204); border: 1px solid rgb(102, 0, 0); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px;" width="400" /></div>
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<span style="color: #783f04;"><span lang="ES" style="font-family: 'Cooper Black', serif; font-size: 14pt; line-height: 21.4666652679443px;"><span style="font-family: 'Times New Roman'; font-size: x-small; line-height: normal; text-align: start;">El descubrimiento de los ácidos nucleicos se debe a Meischer (1869), </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px; text-align: justify; text-indent: 35.4pt;">moléculas encargadas de transportar la información genética, están formadas por polímeros lineales de nucleótidos unidos a través de enlaces éster fosfatos.</span></span></div>
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<a href="https://www.blogger.com/null" name="more" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; text-decoration: none;"></a><span style="background-color: white; color: #783f04; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px;"><br /></span>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><o:p></o:p></span></div>
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<span lang="ES" style="color: #00b050; font-family: 'Cooper Black', serif; font-size: 14pt; line-height: 21.4666652679443px;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi43UHCTVOa9ecebLG7_tChljLKcUvlue3v7m6jKrHBumpVrKfbqNiL3UESBRh_W5fM8zfuI1GbYGIHbaUYO8EcWUL3WvW3DL-gpZW7vfxYCplIMKKwdUIaifqnYZP7RVCnPRkB9oPcErE/s1600/integrantes.png" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background: rgb(255, 242, 204); border: 1px solid rgb(102, 0, 0); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px;" /></span></div>
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<span lang="ES" style="color: #00b050; font-family: 'Cooper Black', serif; font-size: 14pt; line-height: 21.4666652679443px;">IMPORTANCIA CELULAR DE LOS ÁCIDOS NUCLÉICOS<o:p></o:p></span></div>
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<span lang="ES">CÉLULAS MADRE<o:p></o:p></span></h1>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> Las células madre son células cuyo destino todavía no se ha "decidido". Se pueden transformar en varios tipos de células diferentes, a través de un proceso denominado "diferenciación".<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt;"> Cada célula madre contiene factores específicos cuya función es conservar la multipotencia de las células madre y su capacidad de autor renovación.<br />Aplicadas en la forma correcta, tienen un impacto positivo sobre la vitalidad de las células madre de la piel y su correcto funcionamiento.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> Los científicos creen que cada órgano de nuestro cuerpo tiene su propio tipo específico de células madre. En las fases iniciales del desarrollo humano, las células madre, en el embrión, son "diferentes" a todos los tipos de células existentes en el organismo, cerebro, huesos, corazón, músculos, piel, etc.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> En la actualidad existen pocos tratamientos de trasplante de célula madre que atraen bastante atención. Generalmente los científicos y médicos en el campo de la investigación de las células madre alertan en contra del uso estos tratamientos porque no está claro si realmente funcionan y si son seguros.<o:p></o:p></span></div>
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<span lang="ES">Terapia con Células madre por una mejor calidad de vida<o:p></o:p></span></h1>
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<span lang="ES">Una alternativa terapéutica que nos permite mejorar la calidad de vida de los pacientes<o:p></o:p></span></h2>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> Existe un gran número de padecimientos que actualmente no cuentan con un tratamiento efectivo o tienen como única alternativa la realización de un trasplante. Hoy gracias a los avances en la ciencia contamos con una alternativa terapéutica que nos permite mejorar la calidad de vida de los pacientes e incluso combatir estos padecimientos. Las células madre tienen un efecto regenerativo directo sobre los tejidos al estimular su crecimiento celular, también aumenta o disminuye las defensas además de regular las inflamaciones en el cuerpo.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> Existen diferentes tipos de células madre las cuales se pueden obtener de varios tejidos como médula ósea, cordón umbilical, tejido adiposo (grasa), entre otros. Las más utilizadas son las células madre hematopoyéticas, las cuales dan lugar a todas las células presentes en la sangre, y las células madre mesenquimales, que son las que poseen la habilidad de diferenciarse en distintos tipos de células que dan origen a órganos y tejidos, incluyendo hueso, músculo, cartílago, vasos sanguíneos, entre otros.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> La terapia con células madre es un procedimiento muy sencillo, consiste en estimular la médula ósea para producir una mayor cantidad de células madre, las cuáles posteriormente son extraídas mediante punción lumbar. Las células son transportadas a laboratorios, en donde son procesadas con los más altos estándares de calidad y finalmente se implantan por el médico especialista. Las células madre son obtenidas del mismo paciente (origen autólogo) para evitar el riesgo de rechazo inmune.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> En un futuro podría cambiar los métodos médicos utilizando las células madre en una terapia cotidiana donde por la naturaleza, las células madres cumplen con la tarea de reemplazar las celular que nuestro cuerpo ya no necesita (células viejas o enfermas).por ejemplo si un paciente tiene un ataque al corazón, se tendría que trasplantar células madre en el tejido dañado para reparar el daño al corazón. Ya que las células madres del corazón no son capaces de reparar todo el daño después del ataque al corazón. Se dice que la actualidad existen pocos tratamientos de transporte de células madre. El mejor ejemplo puede ser el de trasplante de medula ósea.<o:p></o:p></span></div>
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<span lang="ES">Bioestimulación<o:p></o:p></span></h1>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> El envejecimiento de la piel se debe principalmente a la disminución en el funcionamiento y el daño acumulado ocasionado por la exposición solar, degradación celular, genética, alteraciones hormonales, químicos, fumar, uso de productos de belleza inadecuados, entre otros. En la piel estos factores ocasionan la degeneración del colágeno, alterando la elasticidad y resistencia del tejido; combinación que ocasiona arrugas, cambios en la textura, pérdida del brillo entre otros.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> La aplicación permite que las células de la piel que producen colágeno y elastina se reactiven dando como resultado la regeneración de la piel de una manera 100% natural segura y eficaz.<o:p></o:p></span></div>
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<span lang="ES">Plasma rico en plaquetas<o:p></o:p></span></h1>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> El PRP es una terapia innovadora que ha tenido una mayor aceptación en los últimos años ya que se presenta como una opción confiable para distintas lesiones en traumatología y ortopedia así como en padecimientos reumatológicos.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> Este tratamiento consta de un concentrado de plaquetas, factores de crecimiento y componentes celulares provenientes del mismo paciente, los cuales son los encargados de acelerar el proceso natural de la reparación y regeneración de los tejidos y articulaciones dañadas; especialmente el muscular (tendones y ligamentos), el cartilaginoso (disco intervertebral), el óseo, entre otros.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Este tratamiento exhibe diversas cualidades que lo hacen una de las mejores elecciones contra tejidos dañados por desgaste, accidentes, traumas repetidos, sobre uso o mal uso de articulaciones, además de personas que requieran beneficiarse de su actividad regenerativa.<o:p></o:p></span></div>
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<span lang="ES">Las células madre en la renovación de la epidermis.<o:p></o:p></span></h2>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> Ya que las células madre renuevan los tejidos que están dañados en nuestro cuerpo <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">Las células madre adultas también están presentes en la capa externa de la piel humana, la epidermis. Estas células se llaman células madre epidérmica y se encuentran en la capa más interna de la epidermis capa más profunda que está formada por células altas, cilíndricas dispuestas en forma de empalizada.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Aunque su aspecto no difiere del de las otras células de la capa basal, las células madre poseen una función única: Se renuevan constantemente y rejuvenecen la epidermis debido a la formación de nuevos queratinocitos (</span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">célula más presente en la epidermis representa el 80% de las células epidérmicas).<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"> y a la regeneración del tejido dañado ya que sólo estas células tienen la capacidad de dividirse indefinidamente En la piel joven, la epidermis se renueva completamente aproximadamente cada 4 semanas.</span><o:p></o:p></span></div>
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<span lang="ES" style="color: #984806; font-family: Stencil; font-size: 14pt; line-height: 21.4666652679443px;">ÁCIDOS NUCLÉICOS Y SU IMPORTANCIA EN LA BIOLOGIA CELULAR<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Son las moléculas encargadas de transportar la información genética, están formadas por polímeros lineales de nucleótidos unidos a través de enlaces éster fosfatos.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">De acuerdo a su composición, los ácidos nucleicos se clasifican en ADN y ARN diferenciados por el tipo de azúcar (pentosa) que contienen: desoxirribosa y ribosa, respectivamente.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Ambos tipos de moléculas están también constituidas por bases nitrogenadas; adenina, timina, citosina y guanina para ADN, sólo que en el ARN se sustituye la timina por otra base llamada uracilo.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">En alusión a las bases antes mencionadas, estas pueden dividirse en: puricas (adenina y guanina) y pirimidicas (timina y citosina para ADN o uracilo y citosina en ARN).<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">El papel principal del DNA es funcionar como medio de almacenamiento de la información genética de las células, se encuentra por lo regular en forma de doble hebra, lo cual facilita el proceso de duplicación del DNA sin alterar la secuencia original. Otra de sus funciones principales es determinar la secuencia que debe de llevar el ARN para la síntesis proteica.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Las cadenas de DNA son polímeros de gran tamaño que no se encuentran ramificadas y que están compuestos únicamente por 4 desoxirribonucleotidos conformados por una base nitrogenada, una pentosa (desoxirribosa) y un grupo fosfato. Sus nucleótidos se encuentran unidos por enlaces fosfodiester entre el carbono 5 de una desoxirribosa y el 3 de la siguiente.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Desde los años 50´s aproximadamente se sabe que el DNA se encuentra formado por dos hebras de nucleótidos, donde las bases se encuentran en el interior y su grupo fosfato en el interior. Estas moléculas están gobernadas por la regla de Chargaff, que establece que dentro de la doble hélice se encuentra la misma cantidad de residuos de adenina que de timina, y a su vez la misma cantidad de guaninas que de citosinas.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">El ARN es un ácido nucleico formado por una cadena de ribonucleótidos, es una molécula lineal y de hebra sencilla (cortas zonas de apareamientos de base complementarias que pueden formarse por un proceso de azar).<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> TIPOS:<o:p></o:p></span></div>
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<span lang="ES" style="font-family: 'Courier New'; font-size: 12pt; line-height: 18.3999996185303px;">o<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Transferencial (ARNt): son un grupo de pequeñas moléculas que tienen una longitud de 80 nucleótidos. Se encarga de transportar los aminoácidos a los ribosomas para incorporarlos a la futuras proteínas durante el proceso de síntesis proteica, se unen por medio de enlaces peptídicos para formar proteínas durante el proceso de síntesis proteica.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: 'Courier New'; font-size: 12pt; line-height: 18.3999996185303px;">o<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Ribosomal (ARNr): es un complejo de más de 50 proteínas diferentes asociadas a varias moléculas, es el tipo de ARN más abundante de las células y está formada por una sola cadena de nucleótidos.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: 'Courier New'; font-size: 12pt; line-height: 18.3999996185303px;">o<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Mensajero (ARNm): se combina con distintas proteinas para formar los ribosomas, que luego intervendrán en la síntesis de proteinas, es el ácido ribonucleico que contiene la información genética, procedente del ADN del núcleo celular a una ribosoma del citoplasma.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Un gen es un segmento del ADN que sirve para codificar la secuencia primaria, ya sea una proteína o un ARN, este gen puede tener una función estructural o catalítica. El ADN aparte de los segmentos de genes con funciones puramente reguladoras.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">En nuestro cuerpo, como el de otros organismos, el material genético se encuentra distribuido en los cromosomas. Cada especie posee un numero estricto de cromosomas dentro de los cuales, encontramos una única molécula de ADN muy larga, donde también encontramos un conjunto característico de genes.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">El genoma de un organismo se compone de un conjunto de cromosomas con un número y tamaño característicos. Se trata de un conjunto único y completo de información genética. Prácticamente todas las células de un organismo multicelular contienen el mismo material genético.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">A través de este se genera la síntesis de proteínas a través del ribosoma. Es el ARN ribosomal quien se encarga de pedir los codones, para así poder formar el código genético.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Es en el ribosoma y a través de la ayuda del ARNr se forman los tripletes, que es un triplete de 3 bases nitrogenadas, las cuales se codifican para un aminoácido.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Los ácidos nucleicos son de gran importancia en la biología celular, ya que son parte de nuestro ADN y el de todos los seres vivos. A través de eso podemos generar diversos avances en la tecnología, creando un futuro mas prometedor, donde podemos mejorar la calidad de vida.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: Arial, sans-serif; font-size: 16pt; line-height: 24.5333347320557px;">Referencia:<o:p></o:p></span></div>
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<span lang="ES" style="color: #ff0066; font-family: Arial, sans-serif; font-size: 20pt; line-height: 30.6666641235352px;">♥<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Alberts, E. (2002). <i>Biología molecular de la célula.</i> Barcelona: Omega .<o:p></o:p></span></div>
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<span lang="ES" style="color: #ff0066; font-family: Arial, sans-serif; font-size: 20pt; line-height: 30.6666641235352px;">♥<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">bionet. (2002).<i> Células madre</i>. Recuperado el 01 de 03 de 2015, de http://www.bionetonline.org/castellano/content/sc_cont1.htm<o:p></o:p></span></div>
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<span lang="ES" style="color: #ff0066; font-family: Arial, sans-serif; font-size: 20pt; line-height: 30.6666641235352px;">♥<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Mobki. (2014). <i>biosscelulasmadre.com</i>. Recuperado el 01 de 03 de 2015, de http://biosscelulasmadre.com/<o:p></o:p></span></div>
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<span lang="ES" style="color: #ff0066; font-family: Arial, sans-serif; font-size: 20pt; line-height: 30.6666641235352px;">♥<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Burriel Coll, V. (2008). <i>Estructura y propiedades de los ácidos nucléicos.</i>Valencia.<o:p></o:p></span></div>
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<span lang="ES" style="color: #ff0066; font-family: Arial, sans-serif; font-size: 20pt; line-height: 30.6666641235352px;">♥<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Carpi, A. (s.f.). <i>visionlearning</i>. Recuperado el 01 de 03 de 2015, de http://www.visionlearning.com/es/library/Biologia/2/%C1cidos-Nucleicos/63<o:p></o:p></span></div>
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<span lang="ES" style="color: #ff0066; font-family: Arial, sans-serif; font-size: 20pt; line-height: 30.6666641235352px;">♥<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Feduchi, E. a. (2011). <i>Bioquímica conceptos esenciales.</i> México: Panamericana.<o:p></o:p></span></div>
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<span lang="ES" style="color: #ff0066; font-family: Arial, sans-serif; font-size: 20pt; line-height: 30.6666641235352px;">♥<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Pratt, V. D. (2007). <i>Fundamentos de Bioquímica.</i> Panamericana.<o:p></o:p></span></div>
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<span lang="ES" style="border: 1pt none windowtext; color: #ff0066; font-family: Arial, sans-serif; font-size: 20pt; font-weight: normal; letter-spacing: -0.35pt; line-height: 30.6666641235352px; padding: 0cm;">♥<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="color: windowtext; font-family: Arial, sans-serif; font-size: 12pt; font-weight: normal; line-height: 18.3999996185303px;">CienciaOsgan. (2014). </span><i><span lang="ES" style="border: 1pt none windowtext; color: windowtext; font-family: Arial, sans-serif; font-size: 12pt; font-weight: normal; letter-spacing: -0.35pt; line-height: 18.3999996185303px; padding: 0cm;">Biomoleculas : Carbohidratos - Lipidos - Proteinas - Acidos Nucleicos : Documental Completo. (</span></i><span lang="ES" style="border: 1pt none windowtext; color: windowtext; font-family: Arial, sans-serif; font-size: 12pt; font-weight: normal; letter-spacing: -0.35pt; line-height: 18.3999996185303px; padding: 0cm;">Archivo de video).<i> </i>Recuperado de<o:p></o:p></span></h1>
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<span lang="ES" style="color: #ff0066; font-family: Arial, sans-serif; font-size: 20pt; line-height: 30.6666641235352px; text-indent: -18pt;"> ♥<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px; text-indent: -18pt;">https://www.youtube.com/watch?v=WzXIJSr8EjM</span></div>
Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-44989511478917590932015-03-03T11:22:00.001-08:002015-03-03T11:22:17.247-08:00"Biomóleculas: proteínas y lípidos"<div class="separator" style="background-color: white; clear: both; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; text-align: center;">
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Las <em>interacciones entre proteínas y lípidos</em> son características esenciales de las membranas biológicas, sin embargo, muchas cuestiones relacionadas con la química y la física de los <strong>lípidos</strong> y las proteínas aún no se entienden hoy en día.</div>
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ver detalladamente aquí abajo en la descripción...</div>
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<span lang="ES" style="color: #2e74b5; font-family: Arial, sans-serif;">2.<span style="font-family: 'Times New Roman'; font-stretch: normal; line-height: normal;"> </span></span><span lang="ES" style="color: #2e74b5; font-family: Arial, sans-serif; font-size: 14pt;"><span style="font-size: x-small;">Estructura primaria, secundaria, terciaria y cuaternaria de una proteína<o:p></o:p></span></span></div>
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<span lang="ES" style="color: #2e74b5; font-family: Arial, sans-serif; font-size: 14pt;"><span style="font-size: x-small;">3</span>.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> <span style="font-size: x-small;"> </span></span></span><span lang="ES" style="color: #2e74b5; font-family: Arial, sans-serif; font-size: 14pt;"><span style="font-size: x-small;">Tipos: simples y conjugadas –Gluco, lipo, nucleo, metalo y cromoproteínas (nivel grupo prostético y ejemplos)<o:p></o:p></span></span></div>
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<b><span style="font-family: 'Edwardian Script ITC'; font-size: 36pt; line-height: 51.3600006103516px;">Lípidos<o:p></o:p></span></b></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">1.- Clasificación<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">1)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Saponificables: este termino es para aquellos lípidos que pueden ser hidrolizados por una base.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">a)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Simples: son aquellos que al ser hidrolizados pueden producir ácidos grasos y alcohol. Entre esta clasificación podemos encontrar a las grasas neutras (triglicéridos) las cuales están compuestas por un éster de glicerol y tres ácidos grasos, y cuya principal función es el almacenamiento de grasa en las células<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">b)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Compuestos: son los que además de producir ácidos grasos y alcohol también producen otros tipos de compuestos.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">2)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Insaponificables: a estos como su nombre lo indica, son aquellos que no pueden hidrolizarse a través de una base.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">2.- Estructura general de un acido graso y su esquematización.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los ácidos grasos son ácidos carboxílicos que se forman por la hidrolisis de los triacilgliceridos. Generalmente en la naturaleza los encontramos con un numero par de átomos de carbono (16-18) además de no estar ramificados. Los mas comunes son el acido palmítico, el esteárico y el oleico el cual se encuentra en mas de la mitad del contenido de acido graso en muchas grasas.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">3.- Tipos de ácidos grasos (saturados e insaturados).<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Saturados: tienen enlaces simples C-C, son solidos cerosos a temperatura ambiente y no son reactivos. Este tipo de ácidos grasos los podemos encontrar mas comúnmente el las grasas animales, la manteca, el sebo y la mantequilla.<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Insaturados: tienen uno mas dobles enlaces C-C y suelen ser liquidos a temperatura ambiente. Ejemplos de los lugares donde podemos encontrar mas ácidos grasos insaturados son los aceites (oliva, maíz y algodón son mas concentrados).</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">4.- Ácidos grasos comunes: saturados (butirico, laúrico, mirístico, palmítico, esteárico, araquídico). Insaturados (oleico, linoléico, linolénico, araquidónico).<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Insaturados:</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">El acido oleico al igual que el esteárico tiene 18 átomos de carbono, pero es insaturado ya que tiene un doble enlace en la configuración cis, lo cual le da a la molécula un ángulo rígido.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"> Por otro lado, a los ácidos linoleicos o linolenicos y araquidónico se les conoce como “ácidos grasos esenciales”. Aunque este ultimo puede obtenerse a partir del acido linoleico, pero no lo suficiente para surtir al cuerpo en la cantidad diaria que necesita.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Estos ácidos son utilizados por el cuerpo para la síntesis de prostaglandinas, que son importantes en la defensa del cuerpo contra muchas clases de cambios (inductoras de fiebre e inflamación en particular); y otros compuestos que se encuentran en la mayoría de los tejidos con una variedad de efectos fisiológicos.</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">5.- Ácidos grasos trans (hidrogenacion)(concepto de cis-trans).</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">La hidrogenación es la adición de H a los dobles enlaces de una molécula. A través de ella se puede convertir los aceites en grasas saturadas. Mientras que la posición trans se refiere a que en un doble enlace C-C los radicales idénticos se encuentran en una orientación espacial contraria. Es decir que sus cadenas son rígidas.</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">6.- Estructura general del triglicerido (enlace ester)<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">son los lipidos mas simples, tambien llamados grasas neutras, los cuales estan compuestos por esteres de glicerol y tres acidos grasos. Existen dos tipos de trigliceridos. Los simples que contienen el mismo acido graso en las tres pocisiones de la molécula de glicerol; y los mixtos que se forman con dos o mas ácidos grasos diferentes.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">7.- Fosfolipidos y glicolipidos.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los fosfolipidos son una clase de solidos cerosos que forman parte de las membranas de la celula, ademas de ser necesarias para el transporte de lipidos en el organismo. Hasy dos tipos de fosfolipidos:<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Fosfogliceridos: se forman con dos accidos grasos, glicerol, un grupo fosfato y un compuesto nitrogenado. Estetipo de fosfolipido se deriva del acido fosfatidico.<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Esfingolipidos: son similares a los fosfogliceridos en su conformacion, pero en vez de glirerol, aquí encontramos esfingosina.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">El grupo fosfato forma en las moleculas una cabeza polar hidrofilica. Y los dos ácidos grasos forman dos colas no polares hidrofobicas. Los cual provee a los ffosfolipidos de buenas cualidades para formar membranas.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los glucolipidos no son lo mismo que los fosfolipidos porque tienen un grupo de aucar en vez de un fosfato, comunmente galactosa. Pero el alcohol puede ser tanto glicerol como esfingosina. Siendo estas ultimas la que se encuentran mas concentradas en celulas cerebrales y nerviosas.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">8.- Esteroides, colesterol y membranas celulares.<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Esteroides: son lípidos insaponificables con una estructura compleja de tres anillos de ciclohexano y uno de ciclopentano.<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Colesterol: es un esterol (alcoholes esteroides). Forma parte de todas las membranas celulares y es la materia prima para la creacion de otros esteroles.</span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Membranas celulares: tiene muchas funciones además de darle forma a la célula, como: controlar el intercambio químico de la célula y su transporte, ya sea para alimento o el uso de hormonas.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"> </span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">EXPLORA<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los lípidos son moléculas orgánicas insolubles en agua. Una de sus propiedades más importantes es la hidrofobicidad. Son un grupo químicamente diverso, y por tanto, desempeñan funciones biológicas muy variadas. Algunos son moléculas que almacenan gran cantidad de energía química, como los triacilgliceridos<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los fosfolípidos y los esfingolipidos, constituyen los principales componentes estructurales de la membrana biológica. Otros lípidos desempeñan funciones de protección como los que se encuentran en la superficie limitante con el medio externo (ceras). También existen lípidos que desempeñan funciones muy importantes, tales como vitaminas, pigmentos, hormonas y mensajeros intracelulares, a pesar de estar presentes en cantidades relativamente pequeñas en el organismo.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">REFLEXIONA<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">¿Qué son los lípidos?<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los lípidos proporcionan de importantes beneficios a las células, ya que son insolubles en agua permiten mantener la forma de la estructura celular.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Según su estructura los lípidos se pueden clasificar en:<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Saponificables: formados por esteres de ácidos grasos. Pueden formar acilgliceridos, lípidos complejos (fosfogliceridos, esfingolipidos) y ceras.<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Insaponificables: no contienen ácidos grasos por ello no pueden formar jabones. Su producción se centra en terpenos, esteroides y eicosanoides.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los ácidos grasos son ácidos carboxílicos de cadena larga, con un único grupo carboxílico y una “cola” hidrocarbonada no polar. Los ácidos grasos difieren unos de otros en la longitud de la cadena, y en la presencia, numero y posición de dobles enlaces. La mayor parte de los ácidos grasos presentes en los sistemas biológicos contienen un numero par de átomos de carbono, generalmente entre 14 y 24, siendo de 16 y 18 los átomos de carbono más abundantes.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">La cola hidrocarbonada puede estar saturada si solo contiene enlaces simples, o insaturada si posee uno a más enlaces dobles.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">El ácido oleico al igual que el esteárico tiene 18 átomos de carbono, pero es insaturado ya que tiene un doble enlace en la configuración cis, lo cual le da a la molécula un ángulo rígido.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"> Por otro lado, a los ácidos linoleicos o linolenicos y araquidónico se les conoce como “ácidos grasos esenciales”. Aunque este último puede obtenerse a partir del ácido linoleico, pero no lo suficiente para surtir al cuerpo en la cantidad diaria que necesita.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">El ácido butírico se encuentra en las grasas en pequeñas cantidades. El ácido laurico es un sólido blanco e incoloro con cristales en forma de aguja. El ácido mirístico<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"> se <span class="z8jo5n4">encuentra</span><span class="apple-converted-space"> </span>presente en la mayoría de las<span class="apple-converted-space"> </span></span></span><a href="http://decs.es/compuestos-quimicos-y-drogas/grasas/" style="color: #fff2cc; text-decoration: none;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Grasas</span></a><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">de<span class="apple-converted-space"> </span><span class="z8jo5n4">origen</span><span class="apple-converted-space"> </span>animal y vegetal, especialmente en la<span class="apple-converted-space"> </span></span><a href="http://decs.es/compuestos-quimicos-y-drogas/mantequilla/" style="color: #fff2cc; text-decoration: none;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Mantequilla</span></a><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">y en los<span class="apple-converted-space"> </span></span><a href="http://decs.es/compuestos-quimicos-y-drogas/aceites/" style="color: #fff2cc; text-decoration: none;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Aceites</span></a><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">de coco, palmera y<span class="apple-converted-space"> </span><span class="z8jo5n4">nuez moscada. Todos estos anteriores son acido saturados.<o:p></o:p></span></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los dobles enlaces en casi todos los ácidos grasos naturales están en la conformación cis. Los ácidos grasos trans se producen durante la fermentación en el rumen de los animales productores de lácteos y de carne. También se forman durante la hidrogenación de aceites de pescado y vegetales.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los acilgliceridos son esteres constituidos por el alcohol glicerol y ácidos grasos (tanto saturados como insaturados), y se forman mediante una reacción de condensación denominada esterificación. Una molécula de glicerol puede reaccionar con hasta tres grupos hidroxilo, este será llamado tracilglicerido (un ester de alcohol co tres ácidos grasos).<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los fosfolipidos son una clase de solidos cerosos que forman parte de las membranas de la celula, ademas de ser necesarias para el transporte de lipidos en el organismo. Hasy dos tipos de fosfolipidos:<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Fosfogliceridos: se forman con dos accidos grasos, glicerol, un grupo fosfato y un compuesto nitrogenado. Estetipo de fosfolipido se deriva del acido fosfatidico.<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Esfingolipidos: son similares a los fosfogliceridos en su conformacion, pero en vez de glirerol, aquí encontramos esfingosina.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">El grupo fosfato forma en las moleculas una cabeza polar hidrofilica. Y los dos ácidos grasos forman dos colas no polares hidrofobicas. Los cual provee a los ffosfolipidos de buenas cualidades para formar membranas.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los glucolipidos no son lo mismo que los fosfolipidos porque tienen un grupo de aucar en vez de un fosfato, comunmente galactosa. Pero el alcohol puede ser tanto glicerol como esfingosina. Siendo estas ultimas la que se encuentran mas concentradas en celulas cerebrales y nerviosas.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los esteroides son lípidos que derivan de una estructura rígida y casi plana llamada ciclopentanoperhidrofenantreno.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los esteroides se encuentran presentes en la mayoría de las células eucariotas. Difieren unos de otros en el número y posición de los dobles enlaces, localización de sustituyentes etc.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">El colesterol es el principal esteroide en los tejidos animales. Es antipático con una parte polar y otra no polar. Se encuentra en la membrana de células animales y constituye típicamente del 30 al 40% de los lípidos de membrana.</span><span style="font-family: Calibri;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"><o:p></o:p></span></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">¿Qué importancia celular tienen los lípidos?<o:p></o:p></span></div>
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<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">Los lípidos desempeñan diversas funciones en los tejidos, son la fuente de energía más importante pues cada gramo genera 9 Kilocalorías, otros lípidos son parte estructural de<span class="apple-converted-space"> </span></span><span class="z8jo5n4"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">las membranas celulares</span></span><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">y de los </span><span class="z8jo5n4"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">sistemas de transporte</span></span><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; font-family: Arial, sans-serif; font-size: 12pt; line-height: 17.1200008392334px;">de algunos nutrimentos, otros son ácidos grasos indispensables como vitaminas y hormonas.<o:p></o:p></span></div>
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Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-40866058977577381022015-03-03T11:10:00.001-08:002015-03-03T11:10:49.465-08:00"Biomóleculas: Hidratos de carbono"<div class="separator" style="background-color: white; clear: both; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1SnMdjkwySw82yGvUISW_-DtbyJYS3gGlaqeHWq3a6BMmdHYIhnM6fHKbzPhM2a-bnm1oesZAxNlMj9EYkqn4GwsKcy4h2whaWT0mDJcC8gBGY_XUhzAxuU3Bxrwc_nAR_XB5V1fwLIo/s1600/integrantes.png" imageanchor="1" style="color: #fff2cc; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="332" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1SnMdjkwySw82yGvUISW_-DtbyJYS3gGlaqeHWq3a6BMmdHYIhnM6fHKbzPhM2a-bnm1oesZAxNlMj9EYkqn4GwsKcy4h2whaWT0mDJcC8gBGY_XUhzAxuU3Bxrwc_nAR_XB5V1fwLIo/s1600/integrantes.png" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background: rgb(255, 242, 204); border: 1px solid rgb(102, 0, 0); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;" width="640" /></a></div>
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<br /><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><br /><o:p><strong> </strong><br /><div align="left">
En nuestro trabajo explicamos que son los hidratos de carbono; también llamados glúcidos o carbohidratos. Estos son azúcares que integran nuestra dieta humana cotidianamente y de los cuales la mayoría de las personas no tiene conocimiento completo.</div>
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Los carbohidratos pertenecen al grupo de alimentos que proporcionan energía. Entre ellos están frutas, vegetales, legumbres, cereales, granos y sus derivados como el pan, la pasta y las harinas.</div>
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A menudo, la falta de información hace que se destaque a los hidratos de carbono de ser los causantes del aumento de peso, cuando lo importante es qué cantidades tomamos y con qué otros alimentos los acompañamos.</div>
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Estos compuestos están formados por Carbono, Hidrógeno y Oxígeno.</div>
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a continuación pueden leer mas........ </div>
<br /><br /><strong></strong><a href="https://www.blogger.com/null" name="more"></a></o:p></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">“BIOMOLECULAS: HIDRATOS DE CARBONO”<o:p></o:p></span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">¿Que son los hidratos de carbono? ¿Qué importancia tienen dentro de la célula?<o:p></o:p></span></b></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> Los hidratos de carbono reciben distintos nombres dependiendo de la literatura que se maneje, se encuentran como sacáridos o carbohidratos. Son moléculas conformadas por carbono, hidrogeno y oxígeno; de ahí el nombre que hace referencia a que se forma por carbonos hidratados.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> También son las moléculas biológicas más abundantes y componentes esenciales de los organismos vivos. Una parte de los Hidratos de Carbono (HC) es sintetizada por un proceso denominado gluconeogénesis y principalmente son originados en el proceso de la fotosíntesis, proceso en el cual se captura la energía lumínica del sol y es usada para la síntesis de moléculas orgánicas.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> Se le han adaptado diversas funciones dentro de los organismos vivos: como fuente de energía, elementos estructurales y precursores de la producción de otras moléculas.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> Para poder representar de manera simple y más exacta la estructura cíclica de los HC, el químico ingles W.N. Haworth ideó una imagen más exacta de las estructuras de los hidratos de carbono. Las estructuras de Haworth presentan de forma más apropiada los ángulos y las longitudes de los enlaces.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> En este tipo de representaciones el anillo que se forma por la molécula de azúcar, es expresado como si estuviera visto de lado y no desde la parte de arriba. En ellos también se observa unas líneas más gruesas, que indican que ese lado es el lado más próximo, y los grupos unidos a los carbonos del azúcar se pueden mostrar por encima o por debajo del anillo.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> A continuación se presentan las proyecciones o estructuras de Haworth de algunos HC:<o:p></o:p></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">POSICIÓN ALFA O BETA DE OH EN GLUCOSA Y FRUCTOSA<o:p></o:p></span></b></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">GLUCOSA<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">La glucosa es un </span><a href="http://hyperphysics.phy-astr.gsu.edu/hbasees/organic/carb.html#c1" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">carbohidrato</span></span></a><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> y el </span><a href="http://hyperphysics.phy-astr.gsu.edu/hbasees/organic/carb.html#c2" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">azúcar</span></span></a><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> simple más importante en el metabolismo humano, también llamado monosacárido, porque es una de las unidades más pequeñas que tiene las características de esta clase de hidratos de carbono. La glucosa también se llama a veces dextrosa. El jarabe de maíz es uno de los principales.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">POSICION ALFA Y BETA<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Las formas cíclicas de la glucosa dependen de la colocación de los grupos hidrogeno e hidroxilo, en el Carbono 1. Si el grupo hidroxilo está por debajo del plano del anillo, se trata de la forma cis o alfa; si aparece por encima del anillo, se trata de forma trans o beta.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">FRUCTOSA<o:p></o:p></span></div>
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<div class="MsoNormal" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 10pt;">
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #252525; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">La<span class="apple-converted-space"> </span>fructosa, o levulosa, es una forma de<span class="apple-converted-space"> </span></span><a href="http://es.wikipedia.org/wiki/Gl%C3%BAcido" style="color: #fff2cc; text-decoration: none;" title="Glúcido"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">azúcar</span></span></a><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #252525; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #252525; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">encontrada en los vegetales, las<span class="apple-converted-space"> </span></span><a href="http://es.wikipedia.org/wiki/Fruta" style="color: #fff2cc; text-decoration: none;" title="Fruta"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">frutas</span></span></a><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">y<span style="color: #252525;"> </span>la<span class="apple-converted-space"> </span></span><a href="http://es.wikipedia.org/wiki/Miel" style="color: #fff2cc; text-decoration: none;" title="Miel"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">miel</span></span></a><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">. <span style="color: #252525;">Es un<span class="apple-converted-space"> </span></span></span><a href="http://es.wikipedia.org/wiki/Monosac%C3%A1rido" style="color: #fff2cc; text-decoration: none;" title="Monosacárido"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">monosacárido</span></span></a><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #252525; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #252525; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">con la misma fórmula empírica que la<span class="apple-converted-space"> </span></span><a href="http://es.wikipedia.org/wiki/Glucosa" style="color: #fff2cc; text-decoration: none;" title="Glucosa"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">glucosa</span></span></a><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #252525; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">pero con diferente estructura, Su poder energético es de 4<span class="apple-converted-space"> </span></span><a href="http://es.wikipedia.org/wiki/Kilocalor%C3%ADa" style="color: #fff2cc; text-decoration: none;" title="Kilocaloría"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">kilocalorías</span></span></a><span class="apple-converted-space"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"> </span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #252525; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">por cada<span class="apple-converted-space"> </span></span><a href="http://es.wikipedia.org/wiki/Gramo" style="color: #fff2cc; text-decoration: none;" title="Gramo"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">gramo</span></span></a><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #252525; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">.<o:p></o:p></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">POSICIÓN ALFA Y BETA<o:p></o:p></span></b></div>
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<span style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px;"> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhibq6xf9jDgtFpgm_MP1hyiW13GkCyzn8XAxhL8kT-vGyKkb4IlCVwmYcUBpBtIScHs_G7YPConaZW89sM9VSJa-yNuWc2qO9o8AQBk0_St4UAWpM3Yfja-Syw3VHsgmgh7jAl_awypGI/s1600/3+imagen.png" imageanchor="1" style="background-color: white; color: #fff2cc; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhibq6xf9jDgtFpgm_MP1hyiW13GkCyzn8XAxhL8kT-vGyKkb4IlCVwmYcUBpBtIScHs_G7YPConaZW89sM9VSJa-yNuWc2qO9o8AQBk0_St4UAWpM3Yfja-Syw3VHsgmgh7jAl_awypGI/s1600/3+imagen.png" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background: rgb(255, 242, 204); border: 1px solid rgb(102, 0, 0); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;" width="200" /></a><br style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px;" /><br style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px;" /><span style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px;"> </span><br />
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">ENLACE GLUCOSÍDICO (TIPOS)<o:p></o:p></span></b></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Existen dos tipos de enlace glucosídico, el llamado enlace O glucosídico, mediante el cual se unen monosacáridos, y el enlace N glucosídico, mediante el cual se unen un azúcar y un compuesto aminado.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">El enlace llamado O-glucosídico, es el enlace mediante el cual se unen monosacáridos para formar disacáridos o polisacáridos. En este tipo de enlace, un grupo OH de un carbono anomérico de un monosacárido reacciona con un grupo OH de otro monosacárido, desprendiéndose una molécula de agua. Se puede decir entonces que en este tipo de reacción ocurre condensación o deshidratación. Los monosacáridos quedan unidos por un átomo de oxígeno, de ahí el nombre del enlace (O-glucosídico).<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">El enlace N glucosídico es el que se da entre un monosacárido y un compuesto aminado. El grupo OH de uno de los carbonos del azúcar se pierde, y en su lugar se coloca el grupo amino, generándose así un aminoazúcar.<o:p></o:p></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">OLIGOSACÁRIDOS Y POLISACÁRIDOS<o:p></o:p></span></b></div>
<br style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px;" /><span style="background-color: white; color: #595959; font-family: Arial, sans-serif; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">OLIGOSACÁRIDOS. Los oligosacáridos son polímeros de hasta 20 unidades de monosacáridos. La unión de los monosacáridos tiene lugar mediante </span><a href="http://www.ehu.eus/biomoleculas/hc/sugar33.htm" style="background-color: white; color: #fff2cc; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; text-decoration: none;"><span style="color: windowtext; font-family: Arial, sans-serif;">enlaces</span><b><span style="color: windowtext; font-family: Arial, sans-serif;"></span></b><span style="color: windowtext; font-family: Arial, sans-serif;">glicosídicos</span></a><span style="background-color: white; color: #595959; font-family: Arial, sans-serif; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">, un tipo concreto de enlace acetálico. Los más abundantes son los </span><a href="http://www.ehu.eus/biomoleculas/hc/sugar33a.htm" style="background-color: white; color: #fff2cc; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; text-decoration: none;"><span style="color: windowtext; font-family: Arial, sans-serif;">disacáridos</span></a><span style="background-color: white; color: #595959; font-family: Arial, sans-serif; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">, oligosacáridos formados por dos monosacáridos, iguales o distintos. Los disacáridos pueden seguir uniéndose a otros monosacáridos por medio de enlaces glicosídicos:<o:p></o:p></span><br style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px;" /><br />
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<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; padding: 0px;"><span style="font-family: Arial, sans-serif; font-size: 12pt;">si el disacárido es reductor, se unirá a otros monosacáridos por medio del OH de su carbono anomérico o de cualquier OH alcohólico.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; padding: 0px;"><span style="font-family: Arial, sans-serif; font-size: 12pt;">si no es reductor, se unirá únicamente por medio de grupos OH alcohólicos.<o:p></o:p></span></li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKqPPUfEB4irbeQAHbGz7TwN7fscnA3iAejneSHN9KUQYBnGDE7-4_qv47ZJzjr18S2-uu75YSyGbAoTr8tAerd1xX-GTKYfN4Cn-7Np3W_loCIPp9Bd087L2Tr9IUhbFGgZunR2ZlpcU/s1600/4+imagen.jpg" imageanchor="1" style="color: #fff2cc; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKqPPUfEB4irbeQAHbGz7TwN7fscnA3iAejneSHN9KUQYBnGDE7-4_qv47ZJzjr18S2-uu75YSyGbAoTr8tAerd1xX-GTKYfN4Cn-7Np3W_loCIPp9Bd087L2Tr9IUhbFGgZunR2ZlpcU/s1600/4+imagen.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background: rgb(255, 242, 204); border: 1px solid rgb(102, 0, 0); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;" width="200" /></a></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">POLISACÁRIDOS. Los polisacáridos están formados por la unión de muchos monosacáridos (más de tres), mediante enlace O - glucosídico, igual al de los disacáridos, con pérdida de una molécula de agua por cada enlace. De elevado peso molecular, carecen de poder reductor y pueden desempeñar funciones de reserva energética o función estructural.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcajtz0FZFwLWzmiGODXxXoFdI21vAIsmIruIJtIW1-tWPnZP3xDwwJMYCQ1HHSx0aVn4d6kTLqq8I-75PEo3TYRbNdhWVfJtKOXPEYotxWKT0RH_M1RkEWYjgNy_qqOaci-l6rjstZzc/s1600/5+imagen.gif" imageanchor="1" style="color: #fff2cc; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="95" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcajtz0FZFwLWzmiGODXxXoFdI21vAIsmIruIJtIW1-tWPnZP3xDwwJMYCQ1HHSx0aVn4d6kTLqq8I-75PEo3TYRbNdhWVfJtKOXPEYotxWKT0RH_M1RkEWYjgNy_qqOaci-l6rjstZzc/s1600/5+imagen.gif" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background: rgb(255, 242, 204); border: 1px solid rgb(102, 0, 0); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;" width="320" /></a></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">GLUCÓGENO Y ALMIDÓN, ESTRUCTURA SIMPLIFICADA, RAMIFICACIONES Y TAMAÑO DE CADENAS</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">El almidón se diferencia de todos los demás carbohidratos en que, en la naturaleza se presenta como complejas partículas discretas (gránulos). Los gránulos de almidón son relativamente densos, insolubles y se hidratan muy mal en agua fría. Pueden ser dispersados en agua, dando lugar a la formación de suspensiones de baja viscosidad que pueden ser fácilmente mezcladas y bombeadas, incluso a concentraciones mayores del 35%<br /><br />La estructura del glucógeno puede parecerse a la de amilopectina del almidón, aunque mucho más ramificada que este. Está formada por varias cadenas que contienen de 12 a 18 unidades de α-glucosas formadas por enlaces glucosídicos 1,4; uno de los extremos de esta cadena se une a la siguiente cadena mediante un enlace α-1,6-glucosídico, tal y como sucede en la amilopectina.<br /><br />La importancia de que el glucógeno sea una molécula tan ramificada es debido a que:<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><br />La ramificación aumenta su solubilidad y permite la abundancia de residuos de glucosa no reductores que van a ser los lugares de unión de las enzimas glucógeno fosforilasa y glucógeno sintasa, es decir, las ramificaciones facilitan tanto la velocidad de síntesis como la de degradación del glucógeno.<br /><br /><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">El glucógeno es el polisacárido de reserva energética en los animales que se almacena en el hígado (10% de la masa hepática) y en los músculos (1% de la masa muscular) de los vertebrados. Además, pueden encontrarse pequeñas cantidades de glucógeno en ciertas células gliales del cerebro.<br /><br />Gracias a la capacidad de almacenamiento de glucógeno, se reducen al máximo los cambios de presión osmótica que la glucosa libre podría ocasionar tanto en el interior de la célula como en el medio intracelular.<br /><br />Cuando el organismo o la célula requieren de un aporte energético de emergencia, como en los casos de tensión o alerta, el glucógeno se degrada nuevamente a glucosa, que queda disponible para el metabolismo energético.<br /><br />El glucógeno se almacena dentro de vacuolas en el citoplasma de las células que lo utilizan para la glucólisis. Estas vacuolas contienen las enzimas necesarias para la hidrólisis de glucógeno a glucosa.<o:p></o:p></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><o:p><span style="font-family: 'Times New Roman';"> </span></o:p></span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">A continuación compartimos enlaces a fuentes digitales que pueden servir para reforzar los temas aquí abordados y después presentamos las referencias utilizadas en este trabajo:<o:p></o:p></span></b></div>
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<div class="MsoListParagraphCxSpFirst" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 0pt 36pt; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;">Video “Hidratos de carbono”: </span><a href="https://www.youtube.com/watch?v=xOt40mUgE84" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><span style="color: blue;">https://www.youtube.com/watch?v=xOt40mUgE84</span></span></a><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"></span><b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><o:p></o:p></span></b></div>
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<b><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><o:p><span style="font-family: 'Times New Roman';"> </span></o:p></span></b></div>
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<div class="MsoListParagraphCxSpMiddle" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 0pt 36pt; text-indent: -18pt;">
<span style="font-family: Symbol; line-height: 17.7099990844727px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 10pt; line-height: 15.3333320617676px;">Video Glúcidos “ciclación y proyección de Haworth”: </span><a href="https://www.youtube.com/watch?v=B1bze8tTfzw" style="color: #fff2cc; text-decoration: none;"><b><span style="font-family: Arial, sans-serif; font-size: 10pt; line-height: 15.3333320617676px;"><span style="color: blue;">https://www.youtube.com/watch?v=B1bze8tTfzw</span></span></b></a><b><span style="font-family: Arial, sans-serif; font-size: 10pt; line-height: 15.3333320617676px;"></span></b><b><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><o:p></o:p></span></b></div>
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<div class="MsoListParagraphCxSpMiddle" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 0pt 36pt;">
<b><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><o:p><span style="font-family: 'Times New Roman';"> </span></o:p></span></b></div>
<div class="MsoNormal" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; margin: 0cm 0cm 10pt;">
</div>
<div class="MsoListParagraphCxSpMiddle" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 0pt 36pt; text-indent: -18pt;">
<span style="font-family: Symbol; line-height: 17.7099990844727px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;">Presentación “estructura de los monosacáridos” en</span><a href="http://es.slideshare.net/lidiadarkbaby/estructura-de-los-monosacridos-animado" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><span style="color: blue;">http://es.slideshare.net/lidiadarkbaby/estructura-de-los-monosacridos-animado</span></span></a><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><b><o:p></o:p></b></span></div>
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<div class="MsoListParagraphCxSpMiddle" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 0pt 36pt;">
<b><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><o:p><span style="font-family: 'Times New Roman';"> </span></o:p></span></b></div>
<div class="MsoNormal" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; margin: 0cm 0cm 10pt;">
</div>
<div class="MsoListParagraphCxSpLast" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 10pt 36pt; text-indent: -18pt;">
<span style="font-family: Symbol; line-height: 17.7099990844727px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;">Enlaces glucocídicos en </span><a href="https://www.youtube.com/watch?v=_Q6P1jzewKo" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><span style="color: blue;">https://www.youtube.com/watch?v=_Q6P1jzewKo</span></span></a><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><b><o:p></o:p></b></span></div>
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</div>
<div class="MsoNormal" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 10pt;">
<b><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"> <o:p></o:p></span></b></div>
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<div class="MsoListParagraph" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 10pt 36pt;">
<b><span style="font-family: Arial, sans-serif; line-height: 17.7099990844727px;"><o:p><span style="font-family: 'Times New Roman';"> </span></o:p></span></b></div>
<div class="MsoNormal" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; margin: 0cm 0cm 10pt;">
</div>
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</div>
<div class="MsoNormal" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 10pt; text-align: center;">
<b><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">REFERENCIAS:<o:p></o:p></span></b></div>
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<div class="MsoNoSpacing" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 0pt 39.6pt; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 12pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;">Alberts, B. (2006).<span class="apple-converted-space"> </span><em><span style="border: 1pt windowtext; padding: 0cm;">Introducción a la Biologia Celular. Segunda Edición.</span></em><span class="apple-converted-space"> </span>España: Médica Panamericana. Recuperado el 24 de Febrero de 2015 de:</span><a href="https://www.dropbox.com/s/90w5wdasi9g07xp/macromoleculas_Alberts_1_.pdf?dl=0" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; font-size: 12pt;"><span style="color: blue;">https://www.dropbox.com/s/90w5wdasi9g07xp/macromoleculas_Alberts_1_.pdf?dl=0</span></span></a><span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
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<div class="MsoNoSpacing" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 0pt 39.6pt;">
<span style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p><span style="font-family: 'Times New Roman';"> </span></o:p></span></div>
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<div style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">
<table align="left" cellpadding="0" cellspacing="0" hspace="0" vspace="0"><tbody>
<tr><td align="left" style="background-color: transparent; border: rgb(0, 0, 0); padding: 0cm 7.05pt;" valign="top"><div class="MsoListParagraph" style="margin: 0cm 0cm 10pt 39.6pt; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Biología celular "La Unidad Fundamental de la vida" (2014).<i>Carbohidratos y ac. Nucleicos.</i> El 24 de Febrero de 2015 de</span><a href="http://biolofunk.blogspot.mx/2014/02/carbohidratos-y-acidos-nucleicos_16.html" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">http://biolofunk.blogspot.mx/2014/02/carbohidratos-y-acidos-nucleicos_16.html</span></span></a><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><o:p></o:p></span></div>
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<div style="background: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 15.75pt; margin: 0cm 0cm 0pt 39.6pt; vertical-align: baseline;">
<span style="color: #4e4e4e; font-family: Arial, sans-serif;"><o:p><span style="font-family: 'Times New Roman';"> </span></o:p></span></div>
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<div style="background: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 15.75pt; margin: 0cm 0cm 0pt 39.6pt; text-indent: -18pt; vertical-align: baseline;">
<span style="color: #4e4e4e; font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif;">Bloomfiel, M. (1992).<span class="apple-converted-space"> </span><em><span style="border: 1pt windowtext; padding: 0cm;">Química de los organismos vivos.</span></em><span class="apple-converted-space"> </span>México: Limusa. Recuperado el 24 de Febrero de 2015 de</span><a href="https://anacanas.files.wordpress.com/2015/01/hidratos_de_carbono1.pdf" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif;"><span style="color: blue;">https://anacanas.files.wordpress.com/2015/01/hidratos_de_carbono1.pdf</span></span></a><span style="color: #4e4e4e; font-family: Arial, sans-serif;"><o:p></o:p></span></div>
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<span style="color: #4e4e4e; font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="font-family: 'Times New Roman';"></span></span> </div>
<div style="background: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 15.75pt; margin: 0cm 0cm 0pt 39.6pt; text-indent: -18pt; vertical-align: baseline;">
<span style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif;">Cervantes, M. & Hernández, M. (2011)<i>. Biología General.</i> Mexico: Editorial Patria<o:p></o:p></span></div>
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<div style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px;">
<table align="left" cellpadding="0" cellspacing="0" hspace="0" vspace="0"><tbody>
<tr><td align="left" style="background-color: transparent; border: rgb(0, 0, 0); padding: 0cm 7.05pt;" valign="top"><div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 10pt 39.6pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">El ergonomista.com (2009). <i>Glúcidos</i>. Recuperado el 24 de febrero de 2015 de: </span><a href="http://www.elergonomista.com/biologia/12se01.GIF" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">http://www.elergonomista.com/biologia/12se01.GIF</span></span></a><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><o:p></o:p></span></div>
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<div style="background: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 15.75pt; margin: 0cm 0cm 0pt 39.6pt; vertical-align: baseline;">
<span style="color: #4e4e4e; font-family: Arial, sans-serif;"><o:p><span style="font-family: 'Times New Roman';"> </span></o:p></span></div>
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<div class="MsoListParagraphCxSpFirst" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 0pt 39.6pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Mckee, T., & Mckee, J. (2009). <i>Bioquímica: Las bases moleculares de la vida. </i>España: Ed. Mc Graw Hill<o:p></o:p></span></div>
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<div class="MsoListParagraphCxSpMiddle" style="background-color: white; color: #595959; font-family: 'Coming Soon'; font-size: 15.3999996185303px; line-height: 21.5599994659424px; margin: 0cm 0cm 0pt 39.6pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Profesor en línea (s.f.). <i>Hidratos de carbono.</i> Recuperado el 24 de febrero de 2015 de</span><a href="http://www.profesorenlinea.cl/Ciencias/Hidratos_carbono.html" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">http://www.profesorenlinea.cl/Ciencias/Hidratos_carbono.html</span></span></a><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><o:p><span style="font-family: 'Times New Roman';"> </span></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 18.3999996185303px;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;">Sánchez, J.(s.f) <i>Glúcidos</i>. Recuperado el 24 de Febrero de 2015 de </span><a href="http://web.educastur.princast.es/proyectos/biogeo_ov/2BCH/B1_BIOQUIMICA/t13_GLUCIDOS/EJERCICIOS.htm" style="color: #fff2cc; text-decoration: none;"><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 18.3999996185303px;"><span style="color: blue;">http://web.educastur.princast.es/proyectos/biogeo_ov/2BCH/B1_BIOQUIMICA/t13_GLUCIDOS/EJERCICIOS.htm</span></span></a></div>
Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-59378147092319991792015-02-21T09:00:00.000-08:002015-02-21T09:00:01.454-08:00"Qué es biología celular, para que le sirve a un QFB y a qué nivel la abordaremos en segundo semestre"<!--[if !mso]>
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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">
<span style="mso-spacerun: yes;"> </span>FACULTAD DE
CIENCIAS QUÍMICAS</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">EXTENSIÓN OCOZOCOAUTLA</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">CAMPUS IV</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><img alt="" 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ZHCcVGVWNJOIBkpXcgpT0Y8e6Wqr1beogIBAFDr49RslgbnmvHH+P3CUdKwUMqn5Op6o/B0Tt+z9EOWaOxpUUFqfRMm75gCQgChgvUEgIRAYkI+7KRKl5tOy0KzjDDipVVzv3286SQjbUCCnGXwxvraO5S0ObkZnzNp39eVr+nk7mxkrqGVLi/MW1pN28aoOtLcpN3Z7jU4kCHDuiUyMYYTSEWHw58/s9IFPyDsso3WuO20rbQ5XoakoCjWRQD9IrFVSlZGLQvI2BOSR9ApzW1WCdkCKUYKPDHAuOJsGMA4AWRbbHYv/bHvPgO/w219DPnt/IJP7w3BG00yBM9qy3AgBoZSOtouFRfOrCr5pr1hSwVlYVfz5rHhXT2c72uKp9eUfEEv/rKjaW07c09J2pr66lvF5cZFJZ4SmXwxVPwFtUkZ0gYARmfRA89dJgEHeP1VAIhQfM8dGrZIpdR3dwMAjgNOyDtkt/YNGURTOoUSUOhkUsVpZQAiBARA31iLS9LlGw7LMqr8SSUSJ95Gnr3RJAPSMYYAAYhlwyy2A41+ODd7YXnBxgjPFU+uf2aqPT3Ke0ZX814ea1Nb7Xxu7Xe9rMXs0nnMvDm1ZauKqJsjIzdU1zgJhe04IYUXC8GRXLUnADCQptPd77ksd4w+wxfIl70BAJ5g1CI1s5rHA8XqhaRro6m7Tz86gyeSAgCBEKZwtCJF56kR8ZBXmvYNp28DsrVGpP04AKZM8P+ln+JrxptLMkLRjI4AAEADA3mNDZrRkbPCQ2Zra07bve4PGxb9bt38P+xZMakgdiU2cq6Ps6qr+euBjtmsqql87io2Y2lp1reM4tWluWtLi47wOr0RyNevJOdfGQCmyIQmEyiEsiH3lKtabvNr2iig6KEixAjfnLLQ3HIMR6CQhThAcH6lS0rBKIFkCiNXKSZJHrf3s+57bzYM39Y13AjkiifoOVPl/6D8/0pNhjeRZEjBAwmAVN7IRNDaZBHu9V1m/FpPux/2rPm9+rEPjW/OddRd5G24KMV1dpT9F91NawVtiyUDKznMmTVFU/s61rczVvBq1rDpS+toc8rLVhYUXqaWOPYNVSMQyUAmBlyRbw2EXN2CwBwdnYCFdd2Z5EjImbGpa8A8IiW7kTWGcCmAEEE6s9U4NLmB1ysBED8LOSBChTpdwy1PQnfYp5wWyoZefo/K+fr5Db1sUx71a8SbSDISz5IHATjNEakRK9MDv+6oveKmv8zg/GexdmvoMWeKAnYVeK3wu/eBi8Yfa+Pm9dPWDTHX0BI/p6V+1te+uqtx2TB3K6d6Mbd+XnP9vLycbykZq5rYOmOiXAnegQHCnrUhRgQgGZL5Z91/4LugriuLHAOp5iOAyvZ247Rw99rMME6lc0WRVVJaFacDh+cW7P0JyToHm/WDd9gknRCIe196d1KF208EMK5oVytVSWgjVD6jXy3D4I0lmSrDBnsZkd6bw9zea6Ot5TP2FQYtKApZXRS6sTHteJzN/CzvVcXBm7JcFjHjdvaWnOQVbmsrWdFeNrejdkZH4yxh77Ym2rKi5I97W+e21E1rrPmWXb+RUXGypckdkw2Awn9LvlEpkgVk62h7L6jrUnhZFS3KWgfarwbdvpR8Rz3nyRFf7dSqElBQBD0b8/MkG2LrBW2zSjgqEPNfvEEc5AapSNF1W6YyEuL59qLKJqO/0uTHN5Fk8o7lcoVJ2loXSAlfW5k5v5OxozR6QZb/fFrKDlbBmZbiK+0MXVwSB6KI4Rb7HqY5p+hWf/3tXvY5WvZ8bsPino6FfdzFtUXzw53ea6PP4VRN66idOtSyjJrwVW78ei7LXiRmAeAEAhlOvkgiOE9f23uxkmQ4LvfNp1fHqYft0sreo5G+/XLwwUoODRQO21eRrFvQ8iRkx9PE46+SZLhKTIJ4QVYhhJRLpBMIiRAhVBF1vy68iSRTFvwAAI4NsKts6wp/bC7bnx24ysdo3pOrn+ndmGn1eIOXxe4It3PleRZ9XaEATaLRwmaaGbv6nqDPtChrPTXvq6ryT9rrv+Y3f58R/GVn1VpJ715p/8Yx7nxqzJ8o0ZPpFTurmQZSQu61RwgIIPyzHz3wWVbXlQPkXEkAABCI8Ms2vBO1wLJkhUH2XMP47ZzeeiBZpTB+0StIZpP0CpIhRKB/t6MPASBBaBxglEBC4teXlPYmkox0B5DzlETSxSgz4tbqsErvaBz+4uSav2xf8JfvpvzlvXcmffS3SZPfmXR+/1yDe9t8PPRGBA2jw2nMSr3GKq2yvJMhPlNa6hf0ced3MuekBfyzIPKrzto1o71bmKXfVeXNYtUfY7XqtnbGtnTUd/cOkNclgPCjPNLyWFTXnQsqYagxkeBp3KWHibNty5fpp82wTT7WJ+gEkJdVEopQPfYCyfRDdjxNPPZSkr0IGQEDIyIef7Ctq4/b2cfl8bkd/PauvoERkTKcLgMQ4sQEyf4LUO1aKBisbmuwHe8PZ1c4xrmdzgi6Fu1vHOZjaKl/YdfG+VM+/NuMqR9sXjllxfyP9LRPjQ7lDnYHcZhmrbVGeUlbuzk7uljz2mq+jvX8Y7LvB+01i7j18yoKtna1+w+P1DGYNVGplZfueR5Rt49Np5MNUELzDbS9ltZ1yUlGEp3T16gfc/hx5grzio13kleaJ2sMjA6Aws1GqvDjALL/JckQwODIWBOnKzG7wsY7/o556CFNx61nTTb+aLD+xJONJ422njHbft787EM/M6/stPya3gEBKHSJXxdeM8mQos4RV8kiVM4g3R2N1Cyb3hav3ga39nJXYjgNG07n86gDvXQAfm9nQU6yebCXpsaFH64cmbFg2l80Lmxpq/Ub7YobYLnUFJ4sz5/XUj2zl7MuweejOM/3uhpWtFbv7uyI7e4X2HqknLjue+x20qmH+Xuuxu+74JVX0oQAhRU/fOA/v64zC1ScUuUsys2QHx7nrzUu23EzYf3TDO0x8QioDBh7hSR7ErLDJvHE8POKP0ZAe9cApbDW1CXm4GWjVftuz9+ivmC7xqoD2ptO6u++ZHZI3fqguu2+Kza7Ljz94YT5kgMmK4+YbTxjefaRfyKVJcEBAAjiueVR3nC8TpIpQzoyAIlKNqJyJOdPbo8PuiNoC++tdRtuiWAUeXtbnjXX2Xn1/EY7Sx1OQ+z4UPLIYEwLw5Ger2+gvWXN3I/8LS71M7076GYV2Yfbmrd31C8e5GzPDPw60PqvnKpVrVVadfWVyfnMnRcdj+tlX7KtUrer0rCi7TgXaumcLiEkwaV37/t+w+zMBBWSZTODNcIXG5SsNy7Zdjf2e888bRlIfnIj8DKdzCB0p03SCYFELsm6+oZSssvum/huPPxg1rqri7ffPHrDXs8mwis8J7OkvpbV1tLW3dEz0DMg6Owbbuvsb2zpTs6rs/WhnLzrsfa888or/msue3nHVUgxnEAIV4m9vuF4zSQjnxGZLqF8XlKZNCkhat3qxeqX97Qx/UfaQonB5PJks4PrZhvePRgc8NDE8NKBrQtN7m5pb3Jv5wbwWL7CvmDxSFRJ+qPs4OsDLX5M6qOshO3t7D2DvA19DWvrKAviXP/CqdkgGnQeFrTHZ5fuVbe7YE696sRQc6zUcKzYpxZjYJU2LpMEUZ/c9pjL7MyBZ4IKRZbb3oxZbFqx2bhk++3oZV752rJngcpneJFkhqE77NNO94/zK2qbLZ0Cd/54d866s6v33b7+yDkwLre6njMw+vNJ/wigvrXbwCV1983ATTeCt12yzy9ngiLGNUGynwFS+CmUbcYJXIbjkrqawogQp/jIp0MDxWJBWketU3+Tn8n1TfevH+vppnfw6U0tmczqhKQQ3Ypso15edEuNI41ytblCi1WmzS7R5be6c1lPGZVX2fV7hP27hZ376OnfRzq939WwfaTXCmCUzuQcvGx/7F7BFesWdbvGi2blOy+EWHnkdY+O+eaY3PVaUduZCwAEEAAgxaSeFN3bcUvNKreYlGzXjFzsW/QAf1lFyMtIttM950pZE3P93ksL1h9Vf2gbGp/Pbu+VYM95IchlfxECHEOkvYkDyBCSIaRc32loVKzvnLLrTujGqz669jESGVlO/P/3cv6beCNIRmqylSVFGpfPJUR4dnNKh3vpQx3JAl7EUId/C926Ov1xuO3ZvCT74CDra3dOXLqxx9HxMSXGsiBBh1VuxaUbFSccLYrekhW8tjj5dHuTlUAQ3M41rChc19X0/Ujb3qKYxUFWf+dUravM28tpSRJLcXv3zC1HfY/eyjl0K2XX1eAbehEFlU2cPr5fjv5dzyWMzmwAwAEHAKFo1CVNWythmUn5RpOSbTcjlwQUPyZepny/hGRhO10yL9LYDa6+cTRGI8kMEriqe0zpB1EhDVLJLycP43QOnXsctvF6yIE7AYzmTgD4tfQ0ft0kI+Qtlggcv6d24e+TJi36/L1Ie+1RfvVwV15LhSWXZsyrsWwtt+RWOOXGG+/YPHv1xm/2Hvt+/brFN8+tp6frMXN1ORWP2RXXsgIXJjp/U5n54zDfc5DvX1utU5y1mlszj1u5uCBsRpDlH+sKF7RU764oudzbnz0oGIlPqzR1iL+l72njk1jVWD8oqB0ea6BzfU3C11Vx00AhJ4bGeu1S1B+krDAuX29csu1O7Ar/Yt1/U5IZhO60TTk5LO776V0DwgFJFaEkJZNe9LKi5+vOHYMLNqmHbFDzTyhgKnd48/FGkAwBjA0PXdu9ffOHfzr09fvH57znrndluKdmnJ/OZ1ryGCYdNRbDXL8Wmlteln1RuRuni8pmpVVlmQ8wHAfqndjlBo3US7kBs9Ndv+Tkn+qg63c0uraz7TnMw7ym+b3sHygBs9303mssW1RdOK+RuaKVc6q726l/ILqbn8LvLxgUZFeUP0mI2lpB12ruCHZJPEhrTQaFN5gv4JnHnXlMWW1aucGkZNvd2BXeBQ9lSPLi7byMZDtsEo+PKEimaOQpr9aTgTxpm9ykr+aZMpqUU9KwW93/h0t+Pgk/0xvhjcLrJxn5+Pp7+Fe3b9FaPV/nh1m7Pv3zkr9OMlA7MNSVJRtN7GSaNJXpdDc8FfeGI2nuwHBsb3/aMD9B0OrbRTUcZDqIB2OpUbvibT6m+k1tTNzRU6bPpTnWl+vnZyzjML8e7FifF7nITvsv5VkzaspnMMomcxtmttQuzkqeX1m2g9O8v6Vhe6TXt0HW33S26LXwfNzjD9Nb00BBsq5BrmHUMb2s1aa0jaZlO7Tj17hmaYkx4Yu384qwktxPhpRt8RStr1+aiKGklGr+BRmJB4BGVtfp2wErf3S2C8z5FS2S+br9ZAr7iMfl7l+z+tryBXdXLF73j3dm/OnPH/5+kp76nkFuSmeTE4dp1F5n1Jh/a5hj09Fmx2l3b2uw72ZYCZiWfdXGXTUG1MjN4aZ/jzH9c23Knn6mdVOBGY9lW5i+pLVhbg9rZbT9BxG2f2ZVLiRkR+rKv24s+1LUtzrYeUqI+xe8pqV9LWtS/ad5GXw1yIsupDsZeq2qbc8ChVDpHOAYRZ/Qpaw2rVhnXr7jXuJqx3SNUbEAXsilJhS1cSRIklkrYpe4ih72LzotEioLbioFmzLtlt8nuPogaPkh+6e+mRj2q3HKvmaSkU5FAKivrZo369uZ7/xZbeGK/dPnr/7o8y/+/Lf3J03SPrejpsiqtc50gGvBpmtx63W4LF1+19PuFuM2xoOxHrvxTuvajOPhNlMDzP8WavXPpvxzg83WHTVmfVzrhuLNXObC7saNKa6fZvj8s7VyDjayn8dawmmY1dmyNNJzelzANPHwnrGOLSnBc22MVnV3MyPyDbV9FtZ2Z4CCLl1D7aaxpx+lrjApXWtetlU7YZFd2qVBYT8ASInnPC+g4vkDFWesQDFdvjRF7KX4yf8qf4p9wyNqerHf73e186FgL10d/Y3EayYZrjCsurvat2z6YdKkSes//WLvt/MX/eO9OX//2+8mTVI/uWWYF97Ltuqqf9DbosemaZRSjiIhGK4AACAASURBVFfmnKilnuXS1Aaa7w2xH5TFbEz3+ion4Ov8kKXNBZe5FTrN5Y87mI+4VXsaqNPZ1IWhZp+46/6BVTZP0rezmf5NR8usxsrZCf6fFadMGelZ3NW80Uz7g6Q4PRzEgbn62gGLGT3PFH++gGcWe+Zx6kqzsg2mJZseZ6ywTj3FF3TAv0Ey/VdnYfzvoJT3/WOX9VLXHPTwCM4j0Kuk4RuH162ToWeTTkZK4IIZn83+4M/T3/nD3yZNmjvlnzfOHWqsCBR0efe2mjSXXiyOXJMftMrfdHq087fhdlPTfeYXBi8tj1hTEba4yP9LZtqKBLtvGMkn2iqftNRYNpbdYpdv72/bONJ1JMxyio/Bn9gVC8d6tnQ1zxP0rmSVz88IndZUsaifN4/btNLL9rtWdgEABGbp3fVdzOh5JsmGx/psE9UeJq4wK9tgXLzJIGfd46ht9R00eH7wqndE4r9JMpBXxDe1D565l7D+uGd4yq9p4ZzXTDIyy14iEfa0lUhG6VWF/nnRdv4O9/Xu/pgabjPYRe1p9qku1JSJvCvTj6TaTit0/6bIb1ZBwMzC4Jnp7p+nOX+S7TIl3+VTiv27Oe5fRJhOpiedGOa4C/ojGyq0Gqmb+7kbeHUbom0+iXb8qKlkrqBjTS934VDnkkS/Txx0PuTUr+3pXNTcsCwj4YhUMgQAQTmGWn5LansylYMUigSuKXe1Ypaalq4zLd1ikL9B0395cV0GvDCpvULxf266/D+DtJDoDbwD6iEbf3RLzq/7D072S+O1koxMYZCKmPSUuhLvYR5FwMuF8QqQNWLjDdhgSV9DYGPBPXaV9kD7oyCLr3zv/KXUbVpT3Pws109pETNyPCdnurxfETCF5vtZhs2fowz+QnFb1lP3pI1hy6qx47HNuxuO8pgLK5Kmxdl9muH7cXP53NHeHV2seUPty0Mdphuqf8ipW97AnMpr39/bEw4ACCAwW/+uz2JGVyYo5iixROSdoasdvcy0ZINJ2WaT4m3XA5ZkVISCQs1XaZLwMpIlyUlG/AdFl8qrVNRwt5313n3Rvaym+T98+L8kXn+qz/BAK6cqqDrP+eH5TQ/2z7VU3xLkcKeeFi9ojhuq82zOe9Db8Lih6ESk9cc5zpOrA7/Jcfkox/1jWsRX5cGf0wI/L/ebXOL9Uanv5Ib4JaXBPzAzrjGLjEuydTuaTPhNJxpLvyuN/zzq6ccZfpNrcr/iMRf1NC9tqpzjafiPcPvpw90bOtrnF1O39fdRAYAAwjfz/j2fhbVdmQCAAwIAjMBC8821o5eblm4yLt1iWrr9TswKv1wTMSYGlXQgpTH4Kkn2n8QZlSRLyq1becD+1N1AVlsP/J/qnV4LXrd1iSSD3SVdVS7mamtXvjvpxPR3f5j8wTfv/eHQ/E997hzgUr3GezJHeM6NxaczfWbnenxeEjg9z+fz0tDpTMqSyvAZzPDZec6Ty4KnNSQtjDT7zFfv27ZyfX6Td27yvarCm221R3o4G5j5syMsP6nOWNTVuJpXt2SIt7U6b3a4zd+bijfwOctaW+ZlZ5/o7iYd6CgwV/uB37zazmckA4BMho921HLj4o3GZZtNSrc/omw0iTnXO8wD0plMqGQrvSzVZ0TS/x8+JXkhHUL2/rmLd9k+ts8cEctgInb5b4IghL1tGRTvc1eWvbPh/UmbP/1w7eefT/7DpCXvTtry7qSLS7+mp3uANLUu73ROwKI8v2+j7f5eFj27Pn1Zbeqi2rj59eGzy32mZ3lOzvKZEmX1eXHCKdlIAq/OrabUsrXBmltzeHxgB50yN8bu0/LEb7uZSwY56/q5W6iJ08NtPu6q2znUs7KFs3pwKIxAOIGAACK8WEfbZyY5XWKK/lMVrNQ7Icv0CtYYlW0xKt1hkL/9bvBWZnsFkI0wMMAJeVsrBD8NkNslnxoS9f6HTXxIl4dIKtO2iF5+0NkxiAoqmUgv7vnveEl+SbwekiH5M0KEpE8iYDgZnpn510nT//G7DfOm/bh9xc7v56z5+rNpf5n010mT1s38IDvsOpNymhq0tCR6XpD1XymB06iRMyhen1KDplYET89x+bQ46JvCwK/zgha2VD+QSjNrSi3oJZajff5ttUfaGpbnpc6wM3w3M/47XtPSUf5eXt26QLN3bG79sbFwIZ+3tYP/OKck/vpt0wvXHpZUM6JpFlo+C0mSSRR+dhav9nHojsc5Cw0rNhmX7DPK36EZvCK1xh8BIgjAMfnLxglEIEQAIqONXYImk5DNnmlq5fXVmlpG59UNb+m4PzL1t3ZLCI6jZhbWVDLYDS1dPYNCsUrg/KUgud7SNbhf03vdGefE7GoAwBDIiJ86dXFFsYlUUf70JlDttUkyBIAAiQQtubE2q+ZPO7FrcUqQTlNlRGdzQWdLPi3d0f7JldOHti6dNd3uycGh+kclfvOj7P+e4v9ZWdLc7KAvw63+lur8Pi3y21S790u8v2REL4pznNVcpdVUZdhS70CjmteX3i9L+761fkVy1FdOlu9WVe5sqlox1L63Imm+w81JmYFf9rZs5bAO8Idj/GOib9x3NLAJYbA5EWWmjwJX1XZSQMXPPi4WOqVc106dYVCx0ah4n0Xxjnvxix0zbkpx8Yv3hSvq5LoFDYYh651TrzR2tjj6Jdx54nPxtvNxNbN9Zx9vPaS9bvfNVTvVV25X23Xi3jlNEy1DB3OnIL+YrNxiWh2L0zs0KsF+yrzUwroVx22O3/Vp7ewnhyciQPI8jXCVAjvpBMkAAAD19ZRH+WsZ3z/U3hwGWAGf5ctjuA6xA4AXDMMUQWd2e2NSf6tzR8nFQrep+YFTC6K/qclYUpOyoDlrRUnIdykOn1D9vqjwmZLnMjXNdRGfqcMqedhSbVtfbl0Ud45bsY9DW+pr8adQm/c6anfW5y7mVWxKcv08wOhPrPylrRUrOXXHZRhdJJXKMAQAOODBeQ/uey2u61S2KZBPdIH5ptdjZuuXrzMp3WxF/cEgZ8XtkD2tA61DGFHZO5LT2kvh8PN6BhuFImU2Y89wo17oOrPU00PSAfJsIolseGR8YGiEy+utamhLz6MHR1Ps3UIeGDqduqa/7dCVdXsuLN1yZumOi3vO61594GBoGxSaQC2ramnl9oyLpVbuyasOP31sHUOenwCQIrK2QLUsT9nF7dmH147XrJPx+WW0Skd+R+ggz7+f68Km3utkPOltMB2s1Rc2GxG9rhKeEzvlcLnfAk76D7ToWflh0+Mc38v1/5ydvbIo4Nsww3foETNKvWamW3/FTD/WQddpq7ZoptnUFJp21pl3N14oTvws1Pp32X5fjTbsGataXRs956nGH6PtPxO07K3JXciqPg/QqjIcLLTg0T3flbWdOQAACHCE4TgCgKy6WI2YdY+K15iVrbYqXqWXt+VG1Blfeo5dcf2V4LwLgdnnA9J/DErRTCyKqeEMimQAwB9p1g1bZ5ZyQiAZ+NnnIBRLe/uHGlvaU/OqXIOT7xh5HLposH7/7WVbNGevvLjvpG4hjaVtHrXmqGVEaqVMpeMser7XpLJU803glhKvgWSku4gAwAhpGy+DkqbFqDTpbLTqqdHtqrjZkHe2LucExXtJlvtiTsGZkuC10XofpFt+zIheQA2cWhjyZWHQVHrU7NLgbwp9ptfHL25OWpZg9FmqxezB6nvdTXYdLX51pVZVheZtTNO60n01xQsTfd4tiV/UW7utI29RkvXHjvf+UBjzNY+2sKN+U1uzel9fAaaIz8gACygyvBO4hcbLxxRvi6xi4vazH8Qe085bYVK+0rR42+3MC/rFHrdTUh6m0f1onJzW3oLWnti6FoN02gWveIecSt6YtHOkySB8o2PSKYFiXV8CgAACAwIjQEY8y794KcbEOJfXm11UZ+8e6x2UHJNF23/L9ceHfkn51XcfOxpa+KXk1Da39Yokz0UwCURWgyoKQt+M/OzXQzIAQABi2Si/L7+nK2qgP0omiBhkPEp2Whmo/3Gq4xcFfrMDdT8N138/xfwfRa6fZz39NMH43fKgL8vCvqyNn1USOLc08Lt8r6ktaavKAmZSvedziq70VBtwaxw6WiN6O+MYVZ4JUWfZDSdZ9Wu9bP9albN2uO1wQeQX/ibvJvtM7qhbxqufU1s0IyZoXkS4lgyTAEBaYVkhgxFaYasduqe0i5pWxclltj/LgyCwp8lamknLn5Sse5R/Sq8qULck37GkvlEgUU1f7JPgfpX1p/1iXUqbmgVNZtFbQzOu1jU3xKUUSqQYyIMcCFdZZeensfBXEMM2NGfRj0/0vRLySms37NZYuFpt4eYHm48b3n3iHRSbx2B1CYRi5QklOEHGVd+QSpPXJskQAE4IO1oScxN0StP1xYMxfVWP4i1mF/nOowbNyvOfUZ+0tjJ4VpHr5ErfKaUeU9OtP60M/qrQ58NCn08ojpMrg2dlOk2mhczO9ZgeazOtvereWKc/o8SWUeXf05+j/fCw2uV57IZjOalfmT34E7fhDJLeKkyYHmj7flrY5z3cNUOdy9rrl8dFbKBXxQNAch592dZTIYkpcXSHh8FbaT1F3rmMq57Juewepe6cWB5wI2Klds7Wh0X6ujSqQ1ULTygnmIrTHwQIeZQxdOML64dYlkl7Q7OuF1VVfr/hmJNnjJyvSF7/9/KHAwgHjCzaUsq5rv6xU/cD5h/USSqiSaUybgc/v6TZ2Cl57wXzZVs1525Q33Bc99JDN98Yai2ra2RcvlowWZ7zJkTRXwPJVJZ5x0Pc7qye9ofdM//idHttgc9hduIudupaatCsqKdTioMXVYfPKXT5hGL19xLPqYywBbURM6rDvijz/aTY+5N8ty8zbD9NtHgvyvSjzMAf2JUPeU2ereyo6vooMzvNKzeOOjocaaz6McjpnRjXT0d5l9tr96QFfeZn/VFJ5vcjPZv4rfNqihfWVhnI8LHolLLZG2/su2LE5nUllRkbBaxkdmVVdwm044pvRhcz+sfIsbb1198N23Yj/YAuze9xaW0+X0hGigiCwAFJACQIpAAIgDswEpBVzeitM0zea599hTvQrvno6deLDrv6pUukOLys5yMJhX9LntIok7fNgvS82jX77I5pePYMjKjuzB8ayyxi6FgH7bhoPnfHo7lbdHefc39omhRHKW/j9705q5+8BpIpf8P8Tq7OmbVbvnrn+Px3jnz9e/UVv4vW+6oqZFlD8npq2KoUp6m08Nnp9u9mOrxf6PFFluOXZT7TWbGzy/ynlPh/QfWfXhO1INNhSpr9zOaSOx0cBzbLs2+kwtpL6+iZvakZsSlxmlyGmp/Z+3U5a0Rtp9O9vvIy+ke0y6dNZctG+9a2ty0vrTjaxisOS6Iu2KhxQsO5pXsEAGJL9Z/4LWe0ZwBASa/gWnSebV7dqJQAAKls3DLu+sWoY7rVCZZ0NntUCgA4jnCCwBASESAmEOkywzG8kNZa01mrn3zAJOvCKDE8PCa5Z+w9c+VFY4fY0XEpkJn7CEBRLSJVJCoqdXYEcjeYSCLVfxq5eLOpW2AxqSAi9FM5WM/lu4YXXngYuu6o/cLNhquPGJ174O4aXsBs7Vc1PH/ivCVewfX/On5pkiGVu82ICz2+ZPKTg9/an5/zZM9k3R3vmRx6X2//32PN57LStjPiltFjZmV5f1wb901l0HcZTz8v9/y20OUzeugsesys0sgva1PmpzlNbUg/2VFnN9gX0T0Q6x5uZOig29reIsME9WUPyqJWBpt80Nt0it94Otb2Ew/dP1akzehrnt/aPLum5ShvOM8vLnPhNo0ztxy5XUMAgAPmTdXRDlpX21kEAFIg7KgVGuElTT3j5OCzGQlnfc/oVWU6VjX1jMtjl/L2MATIMJAhHAcMJwh6U3dNV71B7CGLlNMCSR8AjAglD5+GfbP66iPL0KEREfksyGazYgCRCs/kk69ipitmsDeeMt52yqyqvh2eNTtCL6bX9gyOxmXR7phHbj5rv+qY3aZznkc0g+z9clvan8W1VNcNwhQd/P6/8TpIppgu/Z2f7p3zwaM9X1qe/OrJ3k+M901+vPP9G2vfub/7rxGGc1soe1kZqxiJc6oiv8p3n5xtP6UpdEmRwxR6yJyyyO9i3d6P95yS6L6kJvvOED9haLgkKMrs1I0TjW1cAOB1ltSVX4uy+zrd87s++p542ynej3+f7PHpeN++1uYFTNbuIWFOck7xit3Xz96243bJ23zigHsX3tPyW13fXUR+k9DKuxxCpbLlPojOoba74Q+1c2Kcalt7xTJQkEzeYwwHGY5jgEkJoqSug9nTZBJ10D7p+JhUnuozMi7Tsw79atlJA7vgMbEEQK6bK9uPqRaSkEIHIwgrv/S5Ox48sY0YFYkBQIYhshCOPETZjVspk/iDwqiMqrP3fHdedtut5rvtnPMFLe/wpPJBgUh+mwrDk1x84xewDF6b4g8AZQVZtw4uu7r+gwe7P3i8+2PtDe/d/OFv9pe+Mf1xyvW1fw3Xnd+WtpseOrciaHq5/3R60HdM/7mVLt/SgmdRI2cEOr+bELmok2MzOpzT1Jasb3Ft/e7tu8/fL6xqAYD8QpNIv4V+ph+0FW/lle8KMXrH7f4f6OmLxSPHeAOnBsUxOVTa95s0jl+xau3oAwCcIBACAjD//Dv33JYz23LIoeZ3D6hFVWQ0yLMOZYTULz/8epS3aXEdc2AcABABBCAJoFEgxDgibcZhCRZf1lzd2WQeedQp8dCIpAsUJBCMirQN3aavPvnENUIoI0DFX/rMfaqwvgGghde786LtmuPmOaX1oOgFDgr3GAbPfZapmCDNHX2mrol7r9gf1PA7eid0yzknTZPosjqe8kIAz67y/43Xo/jL7w3hDvrX9s7/vfbeDwO0Vjw9OfP+5smmR78xPj7N6MgXD7b/NVh7fmPUliL3r6tDZteEzaTaf5ll/kWuxxchjh9Fhc9gNl9v6fStqI/VNlKzcDC39UlYud/soXUif7AvO+9mbsrCivQF7cVbsjy/drr7+0iHz9qZuypKNnSNeNW1Mw6cNdh3wqKhuQcAcISkBA4AvaNs0+B9xj7b2/h0coAp3J5LkUUUFh8U74PR1qQd7X87szi4jisjEIB8PQAJIIlCT6dy+83iqaXtbLf0OzqeSxt4haBi7gwMj10zdP9szXkr/xRMrmPJf3hSABkBOP6MK3beiQu26t02ix0WStDz1qJqM0pSCSHXHlB215bI8JiM8iMaboe0o08b5O3SiDqi4RNJoctwQnk7v0wex+sgGekkk2IVNaycjOSLe+fdOjDlyZHJnupLnh6fY31ygeHh2TfX/VNz1TuPN3+coL8s++ksVsyapvhlVNepBc7TYh0+DfaYXk4/xxd7FNa73rdQdw/wEI6Pc7tF+y767D5vk5Idm0E5kRY3c6jnSlPRzjCTv/kb/41RtLmTd7uJ7VDWUHz6rtG2I/fojDaQe8kRgQBD0sQyx1v2K6NzLWXEOPnaPCta1MOzavsFoPhtjEtEdplxVzJSdaiV2W09SgtOOWcxB8eMkovuhCYxevsLm2LvuC11T743LhOCSv0fXyC8oOf53WZ1t7A0qaLhgNwCkAKGAYYQADCbO3edMt9w1CK9sBFeCBMpr6jkGQlC0cybRHE158TdwIPaSVcsKk/cT9l+2ckpNHNcipF3hBG/RFLa67EuCYDItIqjV63i04seaZ27euDrB/v/+WjbZKPt06yOzLm68vOH278NuLHa9uA3l7/7Y/jNr5siNtKDl2Y4fhlp8UlOxCYm/W4Ny4La5OybZplRmo4RBADIMGTlnnj2tmVGvldO5uZAp/drc36gRswLNX83wvlzWvn+1nafdn7H6Tvmaw7eKCqvU4xE/oxbeukm4Qf1/PZ3DrLJb5hD4nvRFdaZ5QICV4oKAChorroU7fKQlqNbXBTdyGkeGBNI8FEZahsXJbd2P0mpvBaYEEyrkSAYFvU6JV695baSRvZsJ8j6XgQAbXzBcQ3ruRsuBMVlk5cjo0M4BhgBBIAUR6YOiSt2GGkZBpIR0RfJgKvMjy8842cyL7+y9cgt39N6lJsOdWf0M7ZddnKLKJBiBOm2/QVaHbye2GV5HXevuvP2y94OAQUOjjZHN39mcOpz/R3/dDw6x+PMEquj823PLbU8NOvG7Pf0Vv3T//zUbIuFyeZfW137R7zH+q5Gxw5ubHtvAau7gtFaLUY4KF5/bRPLLzoyJVM/O21ZBWVuafRMt3t/dn7w19ryw/wBu5bOmrvmfot3XE/MrgBFIwn5rAF4NNXshvvMuEobcoRcodQ4u+6aP7W0fRAp2qeR+Ymj0lGzBPML0fqP67MeVJSZFNW6lrKdK1tNy5i302tuRVSElDf0S+T+9/KmGC3vOfbxaqPScQwAA4Qr5ihaXeu+80+W7rqRVFAFCucFTsiXFSuva9991nXtXsuC0sZXPUbVqfMnm9KXS14rKKF4/3Uvdauq6zaMs3rZe9S8kvMaAECM479AkfBrINmgQHjPInzX9YCLZlQ9t6JYSt6x3XN0T05zPjtLY9GHvqcXOR6bq7PjS+fTS50OLQw8v0jr+79aHvuI6rsxK3RHZf4Dfke2cIyPI0xZ+CojAFPUb5ZVp4ZG7qPlL+tgbI93+MLm9h/DXKf09N6XQZmdf8SMTVe9I/PIYchwXNmzldPH0A/erBv6A3eoekgsK20fNMgovxxFTWjoV+rIZEsw+VXYSRc8j1/KNbvXmKLHLNetqHxIq7hTSjUvaypoHx+WEjgCGQYAIJT2OKbsvuWxvKQ5B5EkQ7hyjsovb/jhqM6qE48KGRwAQAjhOEIAIhlu4Jy4cLu5jmmqWIr/iyAkUjFOMUUOnDLJhwD5zNszMHzXLOL4g4xr1swbTxuP3Eq+dD+wrXvolwmlvwaSFVdxNp9yO2eYf9W+WM023z2ZYWJtfHnvd+6X5puue99111cWm76wPTI7SHOd47mFd3ZM2zXnHxZa39ML7lZUGnZ0ZkulQqRSfCbDkAwjSLNuaKTX3e9YaeGmQebOFJvPzS7/PsL3m5rWH/vG0xOyS1fvvW/oECGWEQCAA8IRksoAIcCRLKrU+LLzrBSaJ72l7Ulkllpk1n0KNY7Tyx4TtwyOdAqEIkwR50E4ADaODVon3ToVslaz4MzDwvtP8p7oFz3SSLpqnGIwIO4DAAwHTCp/fxWtEeoeM54mnyEdZhiGcEBK7sbl1szdcXP/NVNmczsoTMvk4oY1p623nbOvrOsEABmB/+ykhlTEmEwlpUys8KgFxBQf1IzStGnQtOVcNWPsvOAeklD433+7L8Mv7ydDXlGlOy5HXrWuvmJXdMG6QM0qJSwt3+zBuUPf/clk4/t22z+z3v3lkz2fXVj67tkV72oeXmpjcIHVGNXRmTEwUicjxkEl+gkAOE5gijrXqFTX+4Yfd7btby3ebH3+d16GU1tar40gSkpB/g8H72jq+QwLxpXDQAikOAAAh0/T9l6lG7qbO9CUUlJvnVwYXM+m8AfDGW1GycV3g1KMIjI800rK2wdkQGaYEQBQ3Jx6I3iFTu4PTwq3GRbufVK453HO+tuRy1JqvUhND8MAlwEACGVD1gknNHwWFNRHAQBBkJMmkP4uCYacQjLnbNI8f8e+vWsQAPoFQjXDwFnbdZwCszCCwAEk2P+uDEXJM7KVC+npyCioPaARcs269oZtq4Yta79GmL5txJjoJXmX/3X80iTDCOy+edgBjYRrtvVqjlUXrUqPPoiIza6qLs3c8t2HP876nfqKD86t/HDf3D8cX/11gKVadUFgX2eNcKxbhouQSsoULtdv5DMFAFQ35T2xWZdZuKu9ZU+0y2TLW+/Tis6LpGkJadlr9945fEW3g98PSltMkW4kJSShOQbXnecnV7vKcNngqGgIw8tHRMbZtIdRhb75zJjyhsB82qOwDI2AjExOv7Lt/ohk2DbpmnbsArOK5fq01ToVux8W79CIX6kRdIjVywJSh8PkTdpp3PQbbivtky+NSvgActVepsi8FYyJ7+oHzl6t9dAkcWhEFpxUMGfzlZMaTzntvQAgRSD+X1aLKxUyXBGPB4AsKnPvzRA1G4a6HfuGHeuIdrzaQ/f27r6fOdd/A780yXCC0LeL2nMtXM2mTs2p8ZIV7djDZLugArFI+NTo3vwpf17+5Z/uqx9OCrWuLksdGeAM9HJwAicQwgGkCCTEs4lAqjDgcYDKxjyP4JPUiqPCUfVo/8/s9P6em3yiqydcgg3omwUv33Q7v7QOAEhbSrXym91L0/HZZBF1uEvAIkfYPi57nFrxIC6vpmdYiiMcYIxAjUKxZX6NZmh2dY+AUJCjkp32MOR7/YK5DyvX3Cw+da9IR6/QWj3azL44o7p/YFD6LEItlI65pt277jungOMDgBCSL5GpdLg3t/J/VHNduvNpcEq1f1ze0u3qMalFQPp6EAj/l8kUqj2LMcWxISnle+5EqNnVqtmzrtk3HtaK1TQI4A8K/u/v8t/Ga9DJQpPLdl72vPqUoebAum5bf1Iv96xuJLdnTCoZ9XB96u5iNTT4rK6fTEkgAMQIxgkYJ54tQ6RY+g9llIY9MFsVFrp8fPh8RdYCC61JHlbzW1vCk7PTTWyD07Jr0nKrZARBAODEs/bHCABDkuBsfU2nxak0J/JyOEBsVZuaH6W859mqW2KAMYAmoeReeLpXdrmIQDJ5+dCIT9Y99Yhlt/J/1KW7GpTmP6HW6hbWqCfk3IihmFEKSjq6pAqVvbot96rndyaJu4dE3QCAAQjly4vICV9MZ687YbLrinVcFj0lr7p/aBQACITIHOt/k2RI4f2SZ4YikBIAAIMjo7ctwg4/TlJ3rFOza7hqW7P3RrCFR6oU/wX0/tdBstqmtl0XLU/opKrZMq/b1F6yqNh9M8o9qvzF21UV+zLFJn2+L2FWUYyp25aiyjNN1Yf9z9pv8wAAIABJREFULD5yf/JhiPMKJt1ZMMbTswqYt/aBU1CuIg4IBCF/AeSzbeYXPvLZZBx4ZEDYTl5RghFOFIZxCm1AJT8BAzQOIATwL6kyi0zmj44pfWb0trJLQVceFLlaVBbbFDUG1/VkdQwlc/pcS1maYTnqgZnp7D7yTOOyEY+sG5fcvytojgJFxQcmz5WVrwbhHp31/ZHH5x96c7qGQW5nIDKM/W9yAVeuLqBYypMU9uHptN03PC5aFl91YKg71J01yt952SWt8BfqdfAaSCaRYbb+yZsvOF0yL7tuV33dse6UIfWARmBSjrxFpUSxfLgy+4VQRtaV3QAAMFyWRY24Z7qmiH5SKNQqzFh77/zfsqIvD/Bz+gbai6vq4rKqjtzw3XDGJLmoCsioC45kiCAJKkPisPwHGvazs+gBoHiLApHEOJbqXNhE6sNykw3Jr5ha06gTHNfcP6AMSI/JJI5lObczKR60ZvaQSLnw0TgBZd1CnTiGZmhlQ7/c2qjmZN3yXm0af5zs7K9oV4akCJcBVNe3FNEaH9lELNzzWMchQTAuAYXu+O8XHalGQpX/ltTyjt0LOf44/bod/bo946otfeeN4Dum4YIx0W/WhQEAHT0D1wwCt18PuWJVfM2h9qpD0xHt1DO3fAvK5C0eMIW/R+mtIBt/qraT6BviWHvuScrfPzR2KypqupPNR8W5mhIRGwByKxvXH7sVnFLkFVuw4rDRUQ2PpvZBAMARgSOyNASYPOpD7+/NQrYMCXmgaP0yjhP22dWmGXQyU1GmcMOSCCxpuB+V2TgmxBRfDhNgT2+5m0FjDMh7LxII5PWXALk8gVp4jlcRTYxhADAqFnhna6u7zcxjBoOKiwsAegZGz6qZXdFwzClhHbrusuyIcVjGs749P8sD1R0IhKT4s9mVVt927oHffu0kNdtaDbvaa0/pB+4mHLvjR2/kAYAEw36bHn/y9dQ1dVzQct2hFnDOjKZm23T1KfPUw5STt30CYktGRRiQjkSVoC+GA/5coE3c3Z+QW3GUwTkYnrTQym4mnW4vkXYAAK9v7MzD4GnrtKy84vsEo3cNAxdtM7ltltg3KgUAKU4gABEu9Mm6r+b8bTbDCxSrhpOiJbmeqxacXtk3/JNhc8ck96Oy7PNpA4iMaiMAaOwbvRlX6VLSLMJxBIhM0pIhgnSB9uG4BbXifkx89+goeRJmR6621/fGYYcGRc9SM2Q42HnmLt/48MRFC25HX0QK7fsDVvuvBVY29IL8B/ZTIiAyywgBhhBOEDLyckPiKArD2CPtsW2Kk28Wk83vHhCc1bJfd875vFXVZVvWZcvKQ3ejj9xwyywizSBCLJX+Nkmm9PnUN7Wp64dtVvM/bVB43aHhul3tqUcZ+9QDTFxTm1p58p2Va90rFguXSMUdncxaZhAl+0J03PKQmLnBcbtb2tLJ3zNOIGvflHn7rPZrBDZw+wCgisnddcFm7l4z25B8XJFU2thRqOWxzCLhyNB4NwBIcZDgQOAAAD1CyaOUojuxWXT+oFShDraMiiyzKm6HJjF6B0FFctC4fZcDqTEMHnlPBJKrjAQAmZPtS2NpRiQ2C0YU9y72oeiouy+kMD1AMbcm5zVsPuq8/ahVShYNAPUPCm/pxS7e6XDLLGFoTAwApCOQeH42lC+IjhCOCABgtw9omcauP++16XrE9qsxW84FHNHwCafUeMQU/Kgbc9a84qRJxdYbYQdvuOYUP1PFfgm1//WQjEDKh8XpHtZzityp7nDkXsxVq8rr1jWXDUv3XAk6e8srNK64t19uYMtVMQRSXJpdFOPmo5WYqp+bb1BV/ZTTFiEcb1GePK+0ae9l61U/mgWk0UEx20Zm0JYd1v0f9t4zqo00TRveX3ve8+3uuzuzszu5d6aDu9252+1uu4O7nXPGOGAbHIgmKpNzRgSDiQZjG2zAYDA5CUSSAKFUVQpIQuSMJJRKuZ7vhwDjbs+Oe7d3bPbt61xHRyoXVY+rrnrCXXf49mK0faprsWkfNvr6pWzqFZWuNMle13J1kOEoNL417dce1WYMsktgcUE/j/y4BV/RQJfP2HdYy63Pm12++pD1BJlfa6cVAKsNWK02DGBWAIoYcv/KHrlWv9YY/nS/T+7XSY8clNoJAMAgX3raPeOLw+HU3Hrjajm4Tsbwvotp24/H3q3qt+tp/bpnreS5FQN2ZyGFWucbcf/g9TvOUV1Xkwdck4Y8kgYdcFUXyRVNfZKQzIa9HkW7XPNdw0r6IflaS8D/ZpHZO6dVDwidwVjR0nfeP2vn5Ryn4A6fVJFrLP+0X8uBq3dvhJZUNw/MLK50AxgAZquRK+yGRXSNXm6yzWBgzYIPAAALS1qfwPKvjkV7RBYotCgAwGIDGABGszX5Xt3HRwNPXM8VyBTTSwNReZ/kPrqs0E6DlUXAU6ubfbI/gpoKBaKgXlZQNz+sg3Wbg7AVSg0AShvgz6keI/K7Q0iTbLRuWuvXPn6bNYtaMbC2TLEB+3uuBZ0lrlkeThsfN1q50zN3OwcLWgaF84ulPXH+uZ8yJdUzSxpnfO7H+0L9I+8tKVeKgtlsGGoyJ2RX7zyTcuJaDle4UvbQss45cU1ndtS0c3c633SJGXBN4niksjxvcjzS2d5U9hlcfXBKU0EZ/eDlsNQ7DXNKHVh9DNaiX/93TvzXykRaMcyy+hJPMraQXNByzCt3v2fR2TDapXjIJZ5zyLvisFuee/D9+9V9skmF8Vmjjg3YLPZuY7Xo5P1Kxt5T2UedsjoHxSvnWjVFzqt1XpElH+5P8U9qut2SlfjodJ+ghj+lrOFLSxj8sgG4uH/gVn9vEZv7BJpuYi+1ipeqJpcKxpfzp8zFk7qqadWDqYV8+Uz8gPBGSatvUaPf/QbX0gavRg6+d5rSLu+e0nyvb7AB0DA859MoDx/Q3OJISeVVidVt8WWdj/qH+RPM8IeOufSsyNtPPjuSdNazUDgyt9JaG7AnwRDLZy545e44mRGSWqs3msCKGwhmw56ab9YQndu037vqSpLAjSr0pA663xx0Ted4UZFr4cxLuMqWHhFPKLOs+iqut0X/bQLmXn4SvDVYrLYhwVhEbuVxXPY3XnePBTVeiu06H95+Cv/koPt9R7/SuNyOLvbYggpdLzYMALs/GSwbu+Bz87vjGbEZbajpmTAc+9QWGZk/j7/3tcstp7jw0r6iSd3yzQ6p253m6AZas0jWIx+9y+X6VrcEVHFC6qYJLVN+/ZPerHn/QTWxf8mfOXWjf9SlieVd3VvEFA2Nzgmml9rlc7dYcu9Gnm+HLKRvtGdOozNbLRhmA2DRaKkZWwzohFw7h3E9c/71g3XDsmWTSYmaBQtqpUnfAjVcTor8+lLkkauFNMYYWPFXe6bA4O3Szp2nU/dfufmEzrVv+Z7pVKHS0vsQrnAs7FbjUXyDa4rEgyryoLJc0weup3E9qULXqP7j1wsZnFH7/i8rBvOVEdnq5TNZrCzxWOrDdqfAwoOeeScCHp0LbHWOYZ4NoR90f3jM465nZEXWg87OQdHUwrJ59YaYrbaEvNpvz8Y6eOayoHFgX16sPvRrd44OyY/i0/f6x6Q8bqDPoJH0mdh2mVStt199KwA9UwpcyzCeY/BFjO7sWVeG1KNvxI0+4Tuo8O+fDWwX0seWzOvutNYKKgST/jTkWs+If+9ILkv2RDheI5zMGJR7tiI3Ovih/QJ/mugma0SNAQCAEQArACYbVtxA3+8bc8ArvmrVOmjGMKvNtt4fenpOdck3a7tjsntoyYJiZX1qNFvnFZoBnrSwrN0/tPib4yFpRc25VYMncI89khGPZMidOuSWPuSayvVKhS+H0E67ZsPiCQCA7eUlLXjJiYnXen6rzWaxPhO/L59arGgcCEx+fNqncOe13AO+pSdJdY6BrSdxTw553DvuUeAWWhKfV1/6pHt2UckTLZx2L/3yTGZ8XqN9vY+tRFhgVmBbS7opXhSSCpKPBiTu8c53LepNHNS0TFksAFjAitFBaTBH9o+4Q0rPoYWY/vG2yUWWUvtQpiB1j3vTpA9GllAMAIBZwdOINI3Zlj4g8WLNe0Iqrz65Hw3Cd0h9u+b92qeqJQtTRnMeT3aXI1lbHQMAKhoHDl1PPXAj0ZOaNCRf8Vj8YS5tAMDDht791/L2utypah1SafVP6Ny43DrP8JJj7gX7rxce9Xm0x73YM+bhk06eE6H0cminB5XnmsZ1T+N7pkKeqex9rkWE+DKNDgUAvMQKJi9fZHYfCqvNZrHarDbMbLGtd2zRomaeaPrekx5KetkpfN53rtl73e+ewtU6EhpO+pR/fTZt21FCa89ASh5t/8WSy+QnzQzRwrLGaH1O1CpqVd7pDYqpIqQ/atzrXfQd8dGVXBZjxh5qazVjNgwApckcxRpx587jukb6J1cWHEYAivjTXrUDPYsaGwAWYLFgNiu2uiYFoHVM6d074SnU+QqXidBiEF8TyDaHM5blGhsAoGN6iUrjLetXMqM8aWQcu5K+yyk37HZdRmtK8pMrCzrxc6/PklonHJv2jKjc7VLqm1jZ1g8fvZKw8+LNA14PHMgtDuTWvR5l317L23k+vIvBySxu33sx60Jw07Xkgevxg66xjIMed075ZDPh1WjNl6axV2C4xH7w5Qc/AABAo9MLRiYr2wfDs59cC3twxLNwj0vu9tMpQclVrQPIBVzW0evZt0p6amn8S/gcv/jS1OLOyjbRkHBsbHpBoTbYMAyaYEZVnXvMvz1nNIRXMPcSane4lsffYWjXJcYZUmhwfeNerOVQ5qRMqVtrSMPwJP5xp1ClxVZeGwCLFVitwO6ey5hS4btkvjyVn0BLQDQkviaIqw0eWCwSq2jzJio8j28S1YmUyxasroN/zDVr57Vi35sM6aKpb6oysPK7TlEJhmHLWvPY5LxAOtnSL8l52BGcUnreL+1eLaOimXvQo2iP94OyViTtVuOuU4n7rufvdc2/iCsKS6kqq2cw2CKtTqdc1mUWtpx0vbn/WsG+y/l7zic74292scT2vvP/dZH958B+MF01WixzCk03e+T2I3poSllrLxR3u3Onc+6FgJLaDnFAZOWWo9T914v3Xb974FreCfebF3zzfCKqku50ht25H1AQUzvY3SOdfcBfCi2fOIxv33ElP+5uy/iSRm+2iRa1t6GZaFgbhthih5ZEqqel4B5LFkKa+ELl8138uqbV4ex5skhHHDGRZabAEXOE3BIlNYUL1cECNY6vDkP0VEgVXNV/kJD3tXex2x1WHlvZjiibIEZYeQwhOz2ttB+f1H4u4NYx97y9Lvd3Xbqz7+qdLx0zHLzzu4bkrlFVOzxLCSnNfYOy0IQHt0pbWgeGx2YUBsMz+S5MZitfPFnezCmpYXYwRHNLy2B12oCBn0X2n2ItwPBp4Mc69LLEh67mfXA48Ub4g17OmNONrP2XqAev5BxyL9h5JXePy719LqWH3YsP+xQcI909G1bpHFp6LrDMLYWR328IrpzaS6r/4nqWa0Zj/sBCWA3s82AouHM2pE8Z3jlXxBiH5bNjs0s9Iwpq33wEbaZRrFrWW9R6s0qLKjV6lRZd1hkXtKZ73JkwxlysQBMn1kbB6lD2chhHFdi/EDQw59oo82yfS5VZcY2SvWHlXwfc8S0dzOIueRbyzgfVXwqtdAqrOoavOOBXvc+3YodX/pfOxTuvPN5ztWy/2909LplHriW1MoXpD+m7bpSc9Llb085bHzwCVh9Cs9VqWnFBf/Y95rr0yi8Rr7rI1ubCK0bOZ7s1KwYk48rHNGFyYV09naVDDZLRaQZXUlbXm/OgOSyrziOk4TKu7Ep4/tmI5COBBUcp7UcJDccpdd96lR8Jqo5rkOFvs/Z63/3Kp+TCbW5wy9ix+PqvidVH4jpOJdEPBledJ929FlJyMrD8VFz7xZv9zkkt5LTmoNRaQkolLrGclFgRSK0hpDZdjG8+m9F78ebg5eQ+p/iuiwldlxK7z8S07ybUHI1siWqaDakcOxbSeDL4iU9uXx5j7mpG3yFK44nAlqO4jmP4zmPER2fC75yPKDwfdPdaZAU5syH1Pu1eHbO1XyiQTS5rdC0M5IhP6UH3+/6xD9SoEQBgA5gFW61tiAGz1WqxWdYKtdqfSQtmfx/18rP9v+oi+95zubKgM5roLDi/vCM8tTY+u/NuFbOlmzez+P1X2iYrNrOol44uVDKqccW4pCcP056IXHKGjsY2HAm6u8879YR/+mO6KLuka6db3jZyjVupMJuj8CvmHg5u3htUtze08TC+8phv2WH84wPk+qOhbQfxNXvc7u29XrjL9c7ua3f2Xrmz79rd/e7lR/FNx0O7jgfTHQLbTxHqzxBrHIg1R/yqriZ253QvxTyaOB3YfoBY61UwkNw1cyV74EBI/fGEVscsxqUsKO6RkFpVi88PuddaJpBNzSq0OvP3y79NzC27BFbvulJ62vdOG1MEgN3RY9VpbMVIu+LdueJVYAPrTW4vF6+6yNbDrrDhifmgzIqD7ukHPYsOeJQd83h80eexo+ttn8B7zV1Cg90TFFv/V8v36EHxDdekaiFjQhvWIc8bmmKNzognZvs4gon5ZdRgSb/bstUlcUdAhUcB//aAOr5+/GoO0yFrwClzwCWDeSmdeSGNeSa5xzGp+1xS14WErvNxfRfimRdiGZfiB5yTOZeSOU4pnNNprNPZ/Wdvdl1I77xEbQ0qYRayZ3Hlwv3kuh3ECqe7AwkSfTBscKfNhPEWY8XK2GFtLE/XMKGb0E5mN+Hzq3xU6on1/197Bh6AAZsNJOR37Xev2udeFplZv/L/WvMbWE1N8PRlA/bUq+BVwEYSGQBgeHzxSlDRLpfcM4G0q4lc1zSeWwrbM5bjGjF42rt2z/lbheX99iRellWjFFP40C/7i5K+iHGtMr6JQ+3kT5ks2KrpxA7UZM6raN7tlrHdvfxqGudW12z1rOn2rDlx2JQkNCQJDMkwmgxrE2FtgkCXiOhSeCiVr0/moykQmiowpCJoKqyPERgiZYZoaClfoOIpDF3DM1653d/4V37nW3T9dk8sogmTm31FBpLMGi61hEj0lGFdMF8fxZCyF2cbOQU+qVsaGUm21cLTKzmeVke7ihbu8YDKg35N14Iqp2ZVYPWN2YoT7HpL22rGgzWXz5eODSCyten+ktoQEF2237nAM47vSZW7p4tcbw64ZfReTRlwTmJfS+GdwNftd0lv7UOwNadCdCL9sQv5zkFkYfAxX+51t29oQoXZczbZVoLS7CY1G8AetXN2e97Zdq3EIaIhqFZ0a8ycNAsoEkCAzRQEDRlGw6TGYKklWGqNFJsjho2hUlOI1BAiQ8NlukipJkJqCEP0t2Uqmd7a3Ce8FnR/16Wc7y5kFVYPDk7pE5lzFNYSGdEHwYbQIV0wV41DVCSukdAzVwhPSDTyuCeXSMWfjcwPgrW4XICZgcUMrAAAtkjuQLx7mNB6wrus3l4sYi2zwVMn26eetPYwiJ/z+L8o1l5yF9f073HJcY/u8UzgeyYL3Kl8t7SB66n911Kh6+mc6xkDnumcEz4VHiHFC6qVlzDN/JvuOe+WMOJGl9Vh9ZykHonaYgMAmDHMYgMWDFtxnlmdHHdyRs+SC790zTkc3OCay4vjKKmzWKjM5I/ovSF1AKTBc9UEjobMRYl8NABCfRGdr0DrL1Dj4eUgWBcvRGvG0fQqaN+129+ciDtzNelx/ZA9UPM+dyqAPkGGDSQ+GjKkDeWriUI1HtKTuIbgwSnG0nKz8L53zvulrcFGi8EeymYBNjMwWYAVADCr0DiHFJ8Kat7vVZ5U2GKfgVlXPSmem4jlLyUN/dvjVRTZetuYFVvJDbGsNbgGl5wh1XuncjySOZ4pfA8qz53Kdk3luVJFrmls13SmF5XnEcU54pzT2Y8AAJY0kwmVJ3H3tokV7LbhJY+ywQrZrP26W9a5Z5nWJdcEAPDl01eT677zqzxMbHKI7wxslWeOGuNHMYrYEACpSZCaAmkC+SgFMhARFCdA8ZCOxNdHi83pMlsIbfp8Mu1b1/vbT6e7BOQzOU8LBnZPqfy7x/ECI15oosBoIKQhCpZxAh1RYPJjzGVz5aPq8bTKy4E5O8RTTLCWqm5VPDqz1T+x7Ayl/oh/zfXwB/MqLQCvypTrr+IVFdnaI7j2vk8kmzzlmesc3uOVzPdOFXgkw3aRuaVy3KiwaxrLNW3QMxnxTZSecL13+0EbAKCDeyfg5paq/mSxWhndPXKjTtggm1s7xfcSk1hXbeIYABWQ6nwm40BUw4HA2gOkmmt5rIQBdaochEotvgLUV4gSEC0J1hIhHYmHRgvNN2VYIktHKB8+G9Z8wOvuvisZ0ZlPhscWgN29EQMAgIHZ5YAuOQHW4RAjCdJTIC0B0eARPQE2Ewd1wXQRZ36BLqjwzfr8fnuQ/claryEMgKismjOk2vNhHSd8C4YEcvBS7as/Cq+6yGyrAdBDPNFpzwKXiAGvZOGNFLFnMuJB5btT2W5Utlsq1y2N5ZrGdk8a9oqTO3hX3LrXMqeTJTw+GZF7QDrFLxue92MuendONEhmnnvGVTcbDACgt2ClfFUsS4PvnDiZ3H40sOEQseZsbAepdjwGNkaMArzEEiDQEhF1hMhMlYJ0gTmiZfoSlXmM1OBAqnci3i990qfWGwEARsyG2mwrAdzjSwFdMhKixwmMRMRAhvUkBCUgBgJsDeTYiPTJgiHxiHIivupcYNE3klkG+MGrjqj0yjPE2msJA4d9imq7eODVmG+9CF51kVltwF5DjcUTHnPNvhTa50MVeSYJPVMEHlTIncp2Sx1yS2W7pQ26UjluiVLPOJljQHluRTNtpMT77sd1jPTh2cXQ7ikvntmVPlEhml0xiz+7vLdgdtsmBgCYR60ZjKlgliJ5yhbL11wp5B2LaDkR0ngivOVCZj+5YzpBZosZM0cO62Kg5RD6tGsR93ho6wlyy9GgNoeEzgL6iP1dj9XuvWN37rDaMgekAXQZRYjiBAa8ACUhBjJsIiJGImIlcWwUhppCEzLmFHRpKe721qJWgtGqBqvBugAADGChqY/OkBqvJ3L23bhz+3HXRlEYePVFZq8QAwCQjs84+uZdje7xTGK7J/I8kqHV4XLIncp2S2W5UnnuyVKPRMF58p0HnS1ZvfiQmsNyBVKLLPh2LbrDJp/BxRj68KTGYAMAxYBlne+LCcO0GGYXB2NMSWqTkTnLZIE6Sm5JHrMGNI4dj6MdCao7EdJ8Mqz1Sj4rhDmZM2EiNEt3BlXuIVUfCW46EU7zKBtOEKJU7nyDdFa7Liht0WQtE01TaMJA9iJZYAhA0ACBnoAYSLCJhKBE2EiGbMFcmx9tIhOelmomkh67EAu/gcebwOo4DgDQoCafqDJHCs09Tbjf517Wg5YfmR/jZeJVF9maEQg1WwMSyvd53fFMYbonsTxSuB5UrjuV45bKcady3VLZ16k891SJS2zvlbhbpdzS0GrHGm6WWKWJ7ZkKGNL5CnREvsq/RVrKn1y2YoZnEz+bAdABgAEwrTPGdgi8OiZJsAnPVREhbbjMHC+1xQypvMuhc4mdjqHNDqEtJ2KbbpRwkrtmY5vH3Au5l/MGo3rmqWMgbMRKGJgn0SRZTAltdIk7r++SL1KZIz4t4mCWkszT4iAdToAGCLR4RE+CDERYQ0DUBAgl861kjj6gd6RrZqlTUO2T93lJh7/RogGrgyZ/eOICvuRixKBnhvSQb0lmabPtv1mp9W+IV11kYN1SvJEp/so5yTmm2Stt0JPK9qBy3VN5blS+Rwrklsp1TeNfTeKdCX0cV/MoixFKbbgmXRA8EEz79c3jIS1JsESCFJQhXXD3WN3Igsr6/SQQNgCm1Po7HJk/XebPN/vxrGSOLoSnDYJ0CWO2HCXInTbE9k74FbIvRtEcQ1vOR7Zfju8klYoSehbyx7W3lSB+GpDF5iAYDWbr/GhT/rQxfOeob7vUp3eOwNEHwhYiZMIjRpwAxQl1BERPhg0kREUQKfCImggbyQKj78D0rYHxEcVUeqMLPvdD0WTXWvNyK+incOXXEoWuqZJDPveyHzT9DeIlfyq8iiIDz1p91pIf6UyWqPy63c7pzmEdN6gCz1SxZ6rYnQp7pMPuqYhbMu8ksdw/ubh68FFK/YU6Tga8uBTSJQgYWsbDWhKkCETUZL6ByJzHt4tu88e4C+pZ1KizWDUWy6TO2DWpSulCcC18Ikfpj1hwiCVy2EqVWdOl5liuitA27lzM9n3Az2HOxdVInVMYJ8Jaj4e0OMZ1nU3pvZTHwjeOJcC6ZIk1YwxLlIAw2IbjGby4Gm9EhxeaiAILATYRBCY8YsAjeoJQTxLoyTBKQtREgZIoUJMEBjykxXFVIR0zjBl9l+SBz60P77eQrDY9AIDBlZwj5jkGN7ilSlyTh/e53Sms7HxJd+a/gldUZOuBrTP6LyjU0Rk1ey7mH/NuvhzOdkuAPJJYV+I7zgV1Hr1Ri0+qGECGHvel33zkPLIgLBVOEegSCkdNgEx42ESCUDKkI0N6Alt1gz6K75YlsUdzeKM3h0ShXUJv2giOORMCaWIkptQpjDppiRbqSB2T7nf555N6HEJaHcPajgY1HQiuD6gUpHA1vrXyU6mMQ2HtpyO7z4R2O1A6neKZXnfg4KbJJI42fcSWOAqix23BcjMe1uH4OjykJ0B6IoISYT0R0RMFehKkI9qJ6Mn27ZA+oEuVyZqVa+eL2oMii0+NzEJDwmnX4IcncA/dqINeaRK3OP4+l/yGTj54Zd4a/VVsAJGtwT5TX9Ya7teyLpPvHXDNPuRx+6Rv4UnvLI+w6tyyIXhksYzeQSiKbIWbRvTmVO5sNEcVKTQTYRsethL4KIGnwyMGPGII4GrwQwoia4E0MBU4MB7Bm4uXGqij1mSxIY6lCmmbulEKn89gnIymnQrYAOYRAAAgAElEQVRvPR9NPxvRfjy85UhS5+nioYC+mdRRa84UiGXrblQMO1J7T0Z0nAmnO4TTHSO6HGO6nTMGPIohfI08vl+ZLjIkySyxEkuMxBwtMYeLrcGImQIZiBBKggx22htGhNBAgTmUa4kenIW0JtESElEWHpyXeYFUfArf4prM86AKbqSKTuMarpCKJ2bsqT02hMY2lMjMNsweMG0DQD6r6GGLnnSwn3QM0ZkwXzzLhGYSiruOEbOPhaZTihsSGqFo+iwVMqaNWBJGbLEjWNKYlTpuTZiwxk9YkyetiSOmFJmJKjEmIboYtgLfMupZMXw5b+hkNO1MJP1CeLdzZO/5cNrZ6HaHqLbzqT03HonCuKqYWSx4ElAQUwhsiBu23By1xXG0vtWj524NHI9qPxtOd4ruORdBPxPSdiak9XIM3T1j0LtcFNA4Ed63lATpUoTmlGFLutySKrcmDK8wUWpNkVmSZJYUmYU6bI0emAuvZyU/6XROyDlJLjgb3nk1WeaRNuZFlV6JZHzndDPvQTtYte1tCJVtJJFZMWwtK4QdvOGx+Mz7YdTykPTGC4TyEwGVl6PaL8XQT4e0HSRWn45uO5vKvJDLdX8k9a6R4RqkpCYpvkHq/0QaUDPsdh9xyedfyBw6k8I4Gdt1IozmEN51IZZ5KW7wYjTzfHivY2jXyViaUx4juG00ma+jSmyxMow4bPFBDDhYi4c0RL4mGEZjxFaqHCQIjWH0Bbfb/FMxHcdD28+E0i5H9VyL7nWJoJ+P6nSM6XSM7zqX3O2UwbySx/UoQfwqh4l1I4QnMsITGaleTq6Xe5cj14rZF3P7TyXTDofWHA2svhRNd03ieqSNuKaMelJHL4UxdznnEuNKF1VaYE+huCEktrFE9rQaK1ixzs8tLYclFn9wOPjzC1THoIrr8TRvKs+XKvVOHnFPgK7Fsy7FDjhGMs5E9Z6Oop+KbHOIaHEMazsX1nEhgu4U3n0pkuESx7oSx74aPega1X8tknkhvOdUeOeJGPrF7CHfx7LAflW0zJQyYY0WmUJ4xiCekcw3ECGUINAQBGqiQENEdGQYDRYYIoatSSNYhswSx9Liakdd8lhnk3pOR3Q4hNEuRXVdie5xie1zju27GNtzIabbMYruGN1xLprmGNF2OqzFIaL1XHTn+ZiO8zGdToldl5OY15IgtySxV7LMlyrzTuG7xTFO4ip3X8kkJZVPzC6BdUbaDYENJbLVLGJWDLNYV3za9UZbG3siIKPsbGjqhfDbF8MaXGPYXkniGylCz2SeVyrfKw3ySOG6J3M8qEMeySzvFPaN5CGP+AG3+AG3hEHnKIZTeM/F8J5L4V2X4/rccnj+VZJQ5mKS1EydBuET1gAx6sfX4vk6Ml8fxNOHcPXBPB0JUZNgNRHREGEdEdERIJQAoSTEGCo0x8osaeMYVWKOZS/jGseci7jnk3rPx3adCm09Gdx8Mb7bOYnhnMS8msx0Txl0pw56pLI8qCyP1EHPVJZnKsszneWZznVPEbkmDl+P4zlHtDkFFl8MvOkZk1PWzFjUrFR6w15q9NGPxUYSmWXVgX0tV+XaeCGelgcXRRPyUn0zHjmGN52O6jkZ1nE6rP18VNel2F6nyK4L4V2XoxiXoxmO4e2nw9scominojtOxXVcSOu7ls/2KReHdswlsLVpw5YUuTVWbgmRGPACnT+sxcFaAqLDI1oCoiUiWgqsDYQ0gXxNIF9LhrRkSE+GURJsIMAGogAlwDocX0OEdCFCQ7TUEi/HkuTWOJ4upEvhWz1ypZjnlD1wNrXvZFzH8Yg2h3Da2Sj6uejuc9FdZ6O77J9no2jnojodIvtOhtHPhNcG3Kom3MzCZUb0CVhgtQNb76i4IbCRRGYGwAiwlXQ0NszuoIEBYLbpGxkZsQ9c6MPtzClVNH2S1Cy/8UjgViK8Vsi7ksNyuTV45Rb7ei7sWiC4XiLyeiwhtI5S6JNBfYsxkC5JYkqSW+PGsAiZJURsIAt0eEiNR5ZxiJICLQfzNSRYgxPoiAIUL9D7C/V4oS4Q0gXz9YEQSoFQCmQgwyYyZCLDOjKiJiIaPKwhIjo8X4+HDEFic9iwLVJqix/BEqWWGL4+rF8V3DMT2DqKr5bcKBVfuQ1dzGVfzOFczOVczGFfymG53uH7VUnJjdLQVmGLbBaaHY6rIhe2hiv1c3Z/17WSqD+bMH56WAFmAdjqc2yzrdQ6ApJZZvidrZm1jqP62XtSNBTSpkgMaSOWRLktXmaJl5kSZOZEmTlBaomXWuJGrHFyW9yoLUZujZLZIiSWEJE5UGAiIUYSpCfzdRS+hgyriYgGj2hC+cpgSBEg0viLjBSeEden9Oxf8EPUJFhPgVAKjJJXaCDDBjKMkmEdBUHJMEqC9URIT4RRIh8l8g0k2EBBjMFCU/iwJUpqjRmxJY7aksZsiXJbvMwaLzXHy+y0xEmsCRJz4hgaJzdGigy5sGJCqyntivTIf5MmKLetOMHabNjKzGFDYCOJzJ6+cLU65Eqwlw2zltDCfW++0SXIZy/oSH1zBP5yKE8dwjMGCs2BQnOQ6CkDhaZAgZEiMJIRAwlGSTBKgvR2kvkoma+n8PUUvp4M6QgwiodRCqQjIBofkd4f1gYx5u4gqgLhLHlITuQvk1ZUZaeeDOvX/UTJ0DP/tHYWEqQnwXoSjJJgA1lgoghNQU9baAkSW4IEWDCCUkTzJJHaj20IZi51jC7yJ5px9z5JqHJX6e1ZsbG1BN4bAhtMZLZ1zuz2qyydHQy+vS+x7OzI0mje4Ch5cJ4sUJJ5OgrPRILQ5/HZW766nczXkyCUCKFEyECAjATYSICNONjqJ7T6Cw34ocVsaEZtxfQ2yx2hDMeaI8HGv3D8F+Ezp15HA5lvofB1FHiJgGj8IQuBtZzCFMmW5+7Tg25kbutBHq1ci41jvwAbS2SY/SEGNrvCMABMNn1ZTwgud2u3uKp/ShndMxGGqMhCJUlgIfKsRL7+hyTDejLyHFJgPQkxEBAjHrEQYFMgZAzmG/F8sx/PQOBrA/vnc3kTCpNZbTbfFY7ihubIAsNzj/OCJMHPaRuRj5IhQxCkDYSX8QLUX4DhITOuW1I3MgNNMoKKd6Q8clhGV8oIW19qop4fhY0kMrBeZDYAAEAmuiiFX2Y1XJMsTuSwZuN4uiBYSRKqCQKMAFmf24uQET0Z0f2AWgqsIyCGAIHZHzGTIGMIW0PqmCJ0jhJosuBOeRBNRmwRJPWPprEnA/snKLDmLxznxfncngwlw2ggpA2CtCTE6ItY/WCL/+BC/OCYWKG8S8f75b3fxS8H6xLGbgiVbTCRgXXrKYNFf7c9xCPz/R5xec+UKnJgPlpsCOSrSJAxALHiEdPqfPx71P+QFFhLhrR4gcFPaPaHDSS2kkIbSeuWdY4rBItaeE5zjyX3q+Pd6J315ugCINO6edh/mehzm0cU6CmQLoSPUvhGP9jojRhwfB2+a7ZOrILmGbjib5Irriu0M+DZ4JdXHBtYZMKJPr+sr242uI2ppzIHxiMly0FiRSBPS+FgONiER3QvNifTkyA9GdKRIJ2/wOAjMBIQlNAzkdEzPKF9mtUHtWIPh+c9e+W+CIoTWEiw4bnH+ZF8TvNwiI4E6UO4xiCuAQ/rfAXqABglMfWJvbNCleoOM8Y7/4sO6C54ebk5/wvYYCJbGyiNFuWdZpx/3heMkUrm+HIkYzJqSuOLTAbz9CFDgAQbiQLVX+jJ0OdRT0T0/kKjr8gUwFVRumQDM2pgX8+uZnkZNZjD2WJ/9gQZVtvtFP9tfr9tJNiAE+iJiCGUaw7lokRY5Y8o8JCewrZQ6IoqqYo7xwy4+0VK5dkF9dMKrK8+NpLIVqo3YgAAwJHVkgq/zmz2E6vGs/pH06TqcInGjz9PgQ0UvoWI6IiC5Re/3xQYJcFGnMCEE5n8huYjewTjegOwm39Xz2jCQAF/3J85RhLoSN8zWPx0JCIoCUED+cYgyEBGNARETYJRCs9I7FNFMMZhxVIZM9kv/f3OoQzbxjFibCSR2QsuYQCgJnV2jat/wfZeeWObbCqOM5ozbSazFESejigwEAQ6okBNEmh/lMjIkBEvMOGExgD2fFgXIlaoAQBGANDVgcloxfKHJn0H53zERqLgL/WI/yOkwGggT4vrHa0aVQimkZh7B9Me7llUy/7zy/XqYIOJzB5QJBilB+bvzG7xkaum0+icbPlCkniZMKgg8vUEBMUjWgKiISLaF58ekSE9ia/HIYYAxIDnqyjd0oaReXtGlrVwDbFKF9qFeHGmvURaPPL8ud3/AFESpCfxUQqkJ7EXwrulyKKypj/JO30THbr/c0/208O6kqnGVEmPJuV9yxit6ZRMxHQKiuetIexFCkdDglACbCDCKBHRkhDdi6/1KLCeDKF4gTFAYCQJDXjGdARd0jujMdhWzitV69P6BT50ob9Q6SfR4+1/8rei3UpMhrW+NHmVcBGa6gu6tzOh8oLGuPSy78kLYSOJzJ7EZnpZQH10Jr7ygmxJktkJpXHnsifMZLaSxNMRERMBMRERA+nHG7EosJ6IGAIERjxiJHI1pL7Z0K6xoqGJ2uGpB8KJkB7Yu1OIZy8RYSMeMhIg7X/PSPYjCRtJiBkPa3D9y8kDiuHlpbx2nxt5H8KTHS/7nrwQNpLI7DFLfHld4O2v7/VGQ/PToY28gjFjkkyHYy2SYQMBMeMRMxExkn60HUtnzxuARwx4xEiGjcF8I5mlvkGf9KCPeDEmfIZmSZA2EDIHsm2BQzYy9N+3k/0YQkYSbMYJ1QS+IbBXMzhvbBcX+RV/WMtOe8m35MWwkUSGAYABWysn1T/nsw7x45bh8ZAOyf0lECvW4oaUJMSAR8wBsBlvN2Lxf9TUR0eCdUR7QJH9HSJkJMOmAKHpBoIGCPT+HDWepQ1mW0JYthCujQL9JHayF54y8k0kvjlAuIgTaHw6l2sEGniuh1y6vaDJb0O4YmwwkRlMmuImP1LBt9Asu3BQFto7dl+NRYjUOO4yATbgYAsOsRJhEwUyUKAfsXwjwigBQYkwSoH0FEhPhlAybCDCJrzASOBr/frmApnzgb2zgQxFGM9E4RtIP+bgP8HqEjKTIRNONI0bXgzoRXP6FeIlSXzl8bTyq2az6WXflr+OjSQyAIBGt3Cr+mrYvSOSWWlmz0gEc/K+yhTKXyKy1UQIJQhMBMREgg0UaMXf64f8S9YpgsBAQvQUWEeBdRRYT0ZQImIgwgYSS5kwMDWwYGAtoEmsaRJriYgYiDBKRv5HuNZs8qq/GgVGA/nmIJ6ZKJoniBfJg8bErmlkdvLmExfqg8tG0/NLC7xS2GAiU+umMx+fDys5JpmT3eodjxuceqSxRnAUxH4VmasmIRqiQEcUaMmImoxoKbD+B0RJsIGEPI929zJklTBKRNAAyOTfryiTKexnLx1ewPXN4mALYW3/n5pkGA2E0EAIpcCo3fM2EEKDIEMQ30BBNGSBjsLWRfeMwLOTufVu1IfnjSb05d6RF8EGE5kWncuuuRRacnh4TpLZPRLVv/hQhSUPo4R+FYmrxvGWV5zxYQ0Jfo6djAjrCc8jEdaTIT0ZWj/X1pMgFI+Y8CxlEmeqd17Tt6hLYY/jBxYIiJkEoSv7/9QkrX6uJwXWkhAVQaAiIiiBpYnsHhEuzOY1+CXcO2c06V/2Pfnr2GAi0xtV+XXuQfd2SRYF2YMSIm2ueB7kTFtJA2oKX09A9HgBSkRQu/cpATZ8j0QEJTyPJOT5q0USoqMgajxzitw7GsQcJzGngmA1GdH9yEnV95wvnrt99Yz2JAbPkiDQBIiX/EUqgsBM6Ncl9U+Kl+bSH7sn3Xc2mX8eLn9qGC2G+61BuNtfcGbp1aOTxNbpdIn1oQ5EITq/fgUJ0ZOERgKMkmEDGTYSYRMJNtk/7V8IsAEv0BNWiK5+0ZMEegqiWyG8joiKjKgoiB7P0/uzNQSehgwrifwlCqIlwy/K9Qdct/GZ7WskITqC4PvECzV+wzo/kZkMAUq/qkg4LVbJIkuP36xwtVq/X1niFcRGEhmGAQxgnbz7ATnba/nZXMVccDsS1rP8QIWVLFuDuQocS0HkagJhNJBvIPPRdTRQ+AYyhJL4KAHS4iENEdESET0R1tpJgrTktTsNrelDQ4FVRFiFRwz+QsxPgOEQIxFWk2HlX5LIc/lcwZHXb4e0FEhHgXRkSEdabRIR1hJhHRHWEWEtUYD6wxYcB5AHDKQOQdfkNGP0SUDhp2WdwRsiXmkjicyeBntKIY68ezqy/PTwMlwlGPavZkUxJh9pLGU6kCTTBrKXKEMqUr+SxFJRuBoKRxPI0RKHlolDyySOmsLVkjhqIneZzNOQeVoyT03mqslcNZmnpfB1q9SvUkeGlomQGg8b/BFLAGzFwUYSoiHDqmd3+ylJtnPdLI0C6QMhI2HIRGEa8K2SfBZPppTmtnkH5H/MG6992ffkhbDBRGbFAAZsj7vSA/K+KOolyZdHKyEZsZ5FaIVSh+eKltD8BcOtScPNUR11RJ8s1yePoCmjaKJMFzesiRFpohBtBKINR7ThiDYU0gZxlgM5y0GcZQpXQ+Tq7SRwdWsM4KsD+GoCT0vgaHFsTQBb7cdV+XFVOLYax9a8GLUEro7I1RG5OgJHhxvS4tga3JAGz9YSuTrC2hk5WgJHS2BrSVw9hYuSuSiFqydxdES2Fs/WBvQrCN2ToV0jhSzxhG6pVZjvk/VZfqMPalG+7HvyQthgIrNPQGZVwxnVFzxvfVDCSJjUzw0qDLe5EyGtnCA6FMmSJ/CnqMhMimA2UTCZJJhMEk4lCqYSkakEeCYBno2DF2L4i9Gc+Uj2QiR7KYarjOEpI4YUgYPKQJYyiKUkMRdwvTP43llc76w/Y8afMU3snST3jAf1TVEYM3jmHG5gjsiYJzMXyIwFMmOBzFwgM+fJjHkSc4HUv0DqXyT1L5L6F0iMBfsWQt+s/Wh4xhy5f4k8sEgZWCIy5wN6p3G907i+6YC+mYDeGVzfDK53FtczjeuexnevfBJ6pond0yGMiXx4gjY+P6Gdb4XvEvO/DS86Kp1jveT78cLYSCKzrQYpAQCks/3x5U43cr9MrfdiShrHtKOChSn29Ez/vKpRulA/vNQsX2oemWkemWmWzzXLZ1pGp1vGZlvH57umFV3TSvrUUtfUUu+calChHVJo+ueWGXMq5lMqVzivZM4p++eWBmaXWHOKwTlF/5yyf145MKccnFOtcuX7wJyKOb9sZ//qZ//CMmNe1Ten6ptT9S9q2MsGjtrI1RgHVfqeBbWdXfPqjrnlzjl155y6Y0bTMaXpmNLQptRNY4sd0wrWrII7OydSSlkT9bltXl5Z74cXH+SP0dbnBnzFsZFEZs8ygq3qbEIpKqYF+edsx+VsTaw4UdzmXz0Q1yHO65E/6Botp4+U9YxU9ciqekaqOiUP24dL2yWlbeKSNnFBmzi3TZzXLs5rE+XSxHltopxGOKMBSl4hP6men7hCbnw9J66OE1/Hia/nJdjZwE1Y+76eddyEWk58LSf+CSeugZ+4ekBqA5TRyM9s5Gc2w9k0cUHHcEHHcD5NVNgmvNsmvNcmvNsuLumQPuiUPOyQPOySVHRJKrskld3SCpr0Qbv4Xh0np6g1Irbikl/uN57pH6U/cRme7wUrtZU2hMY2lMjsWUasq/kgAAB68zJ3tKWskxJWsNs34xPP9A/c0t/xuPWOZ967N3I/9L71kZ1eWR+s0TNrs50eWZs9Mt72zNzseetdz+x3vHLe8sre5JW9yTP7Tfes1+30zHrDK+sNr8w3vLLe8Mx8wzPz9efSK9O+z+set97wzH7D49brXjlvemVv8sp+yyt7k0fWZo/M9zwy3/PIfN8z6z3PTDs/8Mr60E7PzA88br7nmfGee8b7N7I+9M75yCfnI5/sjzwz33PLeNcj80Of7C2BRftvPSExBU0qdBGslPey2TZINMmGEhkA9sq0BgyY1sXpm62GWdUIJOtjwg09UFkjO7eZl9MJ3+6EcjqhnE4ot5OX28nL6+Tl0XkFXbySbt7Dbt6Dbt6DHt7DXn5ZH1TBFFQNip8MimsHxbWD4icDolo7WcP1LHHDCkWNz6d4jfWrR1jjk0Fx7YCwekD4eEBY3S943Mev6OVX9PIf9UAPuvlF3fzCbn4hnZvfzs6hsXNp7NwWTnozl9rMTW3iptaxUlo52f3CCnisdVzB0xhXpvlWDNgAZsN+FtlPhPXjgRUA42qFvZVqjxtkUvJTYSV1lA1soAkZePVF9jP+F2BjiMwGgNYClgzAYAUAAAx7GqlmwYBxlSYbsGGYBQDjaolMDAMmGzCtG1UMNqAwArV5ZQcTBszPFFkCRuyZUhU2ANRmsIACw/OGJhMGlEawoAf61bc7NgwYbcBiW/uJGW3AggEMe3ouGwYMz54XAGDFgBED5mf3tMNob7PpmdHRjAHj9ypEAaAygUUDML1iXdwGEJnGDOiS5aQHNEJqSWZVH3tMzZs25DWw27jjUxprZZ80vqg+rrA2uqA6u4YxOK6vGZBnVTMHR1QWGzanw0rp4jK6cEljsAIgmLfkN3JI6Q9iihpb+FPDi5byXun9Nt6c2gAA0BhB7YA8tYzeJ1kyW2wAAKURtCCLUYV1xPSHRW18ybx+LfuEDQCJEiuhDwffeoSjlubUsaFp1GwDoyprQRPvCVOmMZgBAGMqa0ETt3ZgRK6wPOweLqVBEypTz/BSahn9UZ9sXruiTb0VtMELqeX0OtaYXGEp65bca+MvqI02AMSLtsIWiJzxMPJ2XT17YkFrBgAoUFt5lyijspc7rrat1B0DtZyZ0NxqSuajh93DEwrjcy/mS8GrLjK9DTxijG4/fOG3mz7Z9MXe372z5QIh5RZ9+t2vDvrF5nXK0D3nb/zzb/60+csDr3+yY99lfD5j6eBl/7//h19cJiaPKK1iBbbvUsA+J294UsWbNV/AJ/zmrY/f3Lr7D+998eUxl7RGyXGP8K+OXuSPqwAA0Lx191nP//OL3wYk31vUAxsAtUMT2w47vfHpt+9+dejdHcfudoiM5pXeZHgJ844v+v3mzzZ9vu+dbft/t+ljJ0Iia0LfO4Z+sveMEy5uSqEHAAxOWz/aeeoSIYEuNx25Stpx8kq7SEnOqvr7f/iXT/c61g2N2w8nVmJHrwf+/T/8iws5mT5iOOYatP3IRd6YEl6wXQ1O/+2bH721dfdr73/50R7H8l6p0QYGJgyf7DzxT7/+c+zdlmUjMGOghC7+cMfRTVt3v7Nt/+dHXB4zZa9Olv9XXWT8GcM+J58/vLs14X5bE3cqubQtIK2C2iB+/YNt7iGpzUL1p7tO7Dh5pap/rJUzRocm2iT6HSdc/v4f/vm3b350n4YMzYGdp699e/xyjxwNyiz/5R/euhqc8WRw7F4b3z+lJPExb98l/0+/O8IbU1oBqGCO/cd7X/z2zQ+3HXbiThnUZkDOePCvr72dUM5s5E7ffNTdxB41miwAAI0ZpFcxfvH7Nx28I6uY8gbu1PXQm7/8/Zvh+U8axPp3t+918AiaXNIBAAanLJu27nL0CqGNGPee89i652Qjf9ErJu///NMvfv3GB6T0ByozsAFQ1MJ7e9u+v/+Hfz57I6xdojtw0feT747ShIrY4tZf/O6Ny2RqzcBoCQ32Tix+QIOWDCCvkfPbtz789z+/e8gZJ12yLujBFUrK797ekt0srGONZzzq6YTGLdZXpDr0qy0yGwB3Wri/eePDq8FpE8tWgGEaIyZfMlb0j7/+0VeeYektIvXWvQ57z9/olGihGeOE0gQtYDsdrn+869RbW749egX/WGTd7ei22+F6GWvhqyNOH+862S2as9owkwWbWTb1jmgPXg74bPcJaFypMAHfuIIPd568FJz9x81b82oH5o0guqj+H3/1B7fQm32jugk10OiN9vwTo8vgtGfwa+9vqx4YM1tsGADN0MLbW7/b5+RTwkM//Obg2RuhayLbvH3feZ/wjhHjASfvbQfONEGLHhG3Nn323ad7Tn/n4DowoppGwSV83Kf7HDdv2+foGUyT6A47B3y+z+F+39QeR7f3vzncKVqyWK1mGzalNC4u6yd04Lxf1OeHL5/yjX/9428qGbJJLfBLKPqnf/sjMe0Ba9I4obbpDcZXZ/X5SovMCgC1tOVf/2NzXGENuu6xbILm//zRlx5h6a0i9VdHnH75m9c++u7oJ3scInMf906Bnaeu7HBwdwnP/8PbH4eWMPc6+e49657XKnz7sx0nXCkTqqcOWJIl2yFn3NbdJ7hjKu6MedsBx1O+camNos2f77lMTBrXgIERxUn3wP/76//4dOfxxNJ22aLZPgRJFbZvTzp/vv/skHzFdsUa1319/PKWfWdzB3Tvf3XgnPd/JjK38MzN2/ddCsl986OvMmuHKgamP/726Dly+hcHL5x2I9EkuiPOAZ/vcyjoHPlox6EDTt7ShWc8E2ni5Xe/OuASnh9XyfnzR1/6JRTO6AENnt3t6P5/f/3a9sNOt570Ty6/Qn5mr7rIUh+0/uKPm2JvVxvWPZaN8IrIWkTqbQfPfvDNQRz1Pimt5EHrEHPS/O0Jl29PXc/rGNmy+8Tu897fnfHYf+FGfpvonc++PXaNOL78VK3DCnDIGff5nhP9Y/qCRu7vNn10jpga82jos70O739zmC6YswLAm9JF5Nd++PXBX/3H5vj7rSrUCgCQKmw7TlzestdhaHTZfqjBcf22w+e/OOSUP6B5/6sDZ73DJhb1AAD2LLZ5+75z3mHfE9mbn34T8xh+f9seJ3KGV/LDt7Z8G12NfLb39GnXZ0X2zYF95z1kS+a1NusAiCpq+M2bH1yLKgy/1/PO1p1fHXPhTeksGGBKleT0B299uuP372zJqx9EXxmZveoiK2rh//vr713ExY3qAAbAghFwpk0lzNS8RxgAABBoSURBVKk3Pl4ZLj/bc/roVaJMA/QAoDYAL2BfH3f+7oRz94g2JPvxn97/4rV3Pjl40echa/6roxff3baXJlRYANADIFq0tgzrDznjvth7skVqvBZI/ad/+8Omz3Z+8M3h1zZv+dc/vJFQSpMvA4UFzJlA2dDCb976+Og1kmQeBQCMqsFpr9DfbvqkamDKBIAJgEcDE3/6YNs5n/A6of6LfQ67HD2500YMAPqo8bV3tzqTEuly0zqRZb358ZfFjBmngJhNn333ya5T+y/6lXD1n+48fsqVZB8ut+49fa9vcu9Zj01bvm0VqkwA6AEQL9l6Js3HrpH+8Ze/3rx93wffHPrNnzf/4Z0tufXsCS1QWcGUEWQ3Ib/4/ZvXQm7OLJv/6hX+2+CVFhkGAHtSt/+S/7+9tsk7tiC7huEVle0SkZfYIPvze1vdgqnNQvWnO49/tONwehmt4HFHOY3bJDFuO3T+q8PnkAnl0KT+q6OX/u7v/m7nSZfuEX3wrcp/+rc/HLuCz6jsjsytOodPinzE3XfJf8vuk1ltIx9s37P3on8FY6SJM57TyH/9w22HrhBJOfUBSXduNwwG3Xr8b39693pY1oQCBQBozSCzmvmr197ec9Yju4aZ+Zix89SVX/7xrYwnQ7x57HpQ6r//+d2A5Hu3mzjnfSP+/fX3kx/QWNPW3Y5un+063shfvBqS/trmT2vZUwVN3H/8xa//v1/8OuFea7vM+MHXB45fCWiX6PZf8P54x+E2ZCH2bsu//PZP+528Myq7owpqnEhU/6z61z/afsYnunpwook7mfiw67dvvn+OQMVlPqaklxY2cbxj8v/1tXcomY+WND+L7MVgsIHqfvmuczf++N62Nz/f++bne66HZeV2jm8/doWQcrdLpj11I/J372x595ujb36+d68zKatz+qh72HG3IMnUEooBannXnz757qR7iGBCBc/or4ff+tNHX7++ZdfrW3btu+iX1SR0Iqftv0IJLO76dL9TdGH9ssEKABjTgHMBcV+fuXE1svDdrw+/982xtz7fe8gF38SSGUwrg9DIkpmQWvrW53ve3n7wvR3H39yy8zdvfnDKM6S8b6RqaPaQc8CfPv5289dH395+wDMqFxpTSBSYg1/cQWd8K7Lgn/pw60EnOjzFntDtdPT84ogzDZ4ZnDTsuuDvTErukGjOE5L3XPDjyRdF8wavmII/fbLj9S0739i6e88l3PWYe5/uP59V1aM3YwAAeM5y6App/9VAp8CszdsPvbfj2Fuf7z3jE9mNTFosP68uXxh6C+iXLxc3MLMeNpV3wqJptXha/agL6eaPzi0b2vnjhbU9hTVd+Y87H7Sy+iULdf3SOoZIodEDAEYVpopuQR1TrFTrbABIFs0VXYJbD5uL6plMyfzYor5lSF7TK6Txxh928CH5nL2wt8ECupDpMhqPKV183CPIetBQVNfHGlnSG57pGybUthqm9FZZU34l7RFjhJj+8PWPd5z2jesfQ7nj2uK6vqyHTY+6EOmc1ma1qlBrA0te2ysYX9DQkamKDt7E/LLGYGnjjtf0iWYV2nmNqbpP3MqSjC/qmoZGq3uQBZUGA0C2ZKnsFWWXNRfV9XWLF2j8yTIaTzK1ZF886sygjTP2qJPXL1OU07iZpfX3mgb440qj6VXpxsCGEBlYzShuBcBqT+EPMCsANhtm/2FdIwZsNqtt5WWLfaWA2ewF1dZZ6u1bMAwDa/VNbNjqlnVnxACG2dYqBzzXIoCBVe8jG5jR2iq6hAWN7Mkl/dN/Wt8Se8OwlS/YaivtJ1rdYeWH7YdtBsBms62UiXjaVOx7TX0F8y9uDJFtFFgBMFg2THr9vxl+FtnP+B/HzyL7Gf/j+F8isr/kIfpcr8YXd3X8S3s+93T/r3lQvjg2tsgsAEgUtnr25H26uI49KVda1m7zkgn0SlRl3dInrDHhnMFowWwAyFRYI3emhC6uGRyXLpktAEwojTT+ZCtnrI0z1s6f7BIvTCgNVgDkKtDEm7lPF1cPjkkWzWuzaZUF9Ms15T3Sx/1yaFpvsAAMgHE1aIXnSujiKuaoaN645gqmtwD2uJYuWhxXmADArBgQzaK9EuWc2ggAsGJAPIf2SlXsCS0Nmm7ljNGgaRo03cIZ64SnkWk9U6bkTagN5qeWCL0ZDI3r6KKlCaVxgxS5B2BDi8wMQLdk+SIx+d2vD73+2a53vzp4PeTm4IjSBsCMHqSUd287fPGNLbs2f3XwrH9Mh0jRJ9ddC8n8YMexNz7b/c62/ZeJiV0SVWnv6Jb95zZvP/jxzhPvfrH70z2nHjAneke0bhHZH3x37I3Pdr/9xb4LuPhu0YIVgCUjyK5n7zh1/Y0tO9/evv+kR0g9e4o1afBLvPPxrlNvfLZ709Y9Dt4Rbfxpu5ukSIk5eEe9teW72y0wasa0NhB5+8muC76NQ6MAAJ0VxNx+st+ZGPZw4BsHj3e/OvTO1u82f75r8/b93zreSKoTHXTBe8fmTyqeJofiTxsdfKI2b9+X38hGXxUr2F/HBhYZMmc44Rb4q9fevh56M+FeyznfyH/57Z+vBFLhRVtBM//3b3/yxYGzodmVXpFZOxzc4mtF5wLif/XHTZcIiQn3Wq5QqL/8/eunfaKKe6diCqpDMh8GZFS98fHXb2757iZt/CIx5Vd/fMsJH59wr+VqUNovf//6aa9Q9qyprHfkzU93fPD1wcDMcr+4/J1nb4SU/v/tnWlMFGkeh5PN7G42625WQVSQq+VokOZolFNoUBxFRcFrgB11VI4RRXQcleFSWlHwQEAuRxEUQRiOlhUBdbgEQWURDxBFRAHl7G5p+q6uqt9+aI842U+bcSMJT+pjpeqtt568+VfV+3urOZD783Rd47UhUfEXq0K4mZp6Jp4bd7W+HCOA/PqnRvPc//DHP22OSH4lkItp7OCm6Vs5F93qACCmEMpNZdhwEkrux+dUhKcWMe0Wmjst3X08Nz6n/NytfmM2x3vrvhcjEvX1ksDFmicGLIev/jxlU3hi39iEsWyiSkYB2TceauozN+4/8VxAykg8HqE8N+w0ZnNO33zpFRjOsHIubu55K6dGpXRzrzyhtGU2k71mW0zHkFKmQvc41oXE6JiyL918KFVhQIHY7Ouzmex9qby0yg4DCzvv4IjHgwqpCj0S+O7kzmayj5c93rA/UcfEJvvmI6GMEsrQ0qdIreo0snX18N3e8mpcqqL75QiITNLUY2ZdaxkisJ2bznJbtcAnwIqzsrp9SEhgV1zmHFu34oYnAMQUwuIyGGy3glvPpATdLcKi9YFu675v7h6Tq3C3X8mc7+4TFN7zXrJhGXYcOcty9XJbv93GbdX1tr6JkVWauJKJSERn8qbpmyVerpERNAAp8MOx7FlGlvuz6liuyz18t7W/eXd75MCRC9c1DcwOnuGJCQBQADHpRRp6ZhlF1QRQ9WhgruPXi3xD6l7IjufXaBqYR6cXi5QAQADcM6UzGRZhqeVOXpvsPX1beyXqEp8A0nhNM+awdh/LEcoBQAUkF9Zq6jPjzpfXPR9f4LXBKyiKW9iiY2p9LPfGy3H8cPSMka37J5LZupXe7gLwRoqFa7e4rg5o6R4B8GCYZtot9AkKf/lessZukdOKb1eHxkVdqNc3tzuSUyVSTIyybKJKxldiT2LedAYro+yOQkUDUADhKfnaJtb7zlWb2Xus2PLj06F3qxAqgdizVzUMzOMvVqoTH0ogLuuqFsMi9Zfqzrf4ZidXz8LhfMW/R5WIy6mcpseMy76m1lEFHM25pm1sHZp0Zf6SbzirtzwakKslI4GTBbVaDIufUgrVRqqAjLLmGQyL6KyKxNJ7hiyHoLjzpyq7TOe5eQfsvTuIsLgMo3nuJY2dACQUdh3JZLDdihu7APSL30l29/kIgLYhSi3ZqxEJADmFzIr7OqY2208UJFV2Gdm4+ARHdA5I/v89/z8wUSUTUzicXfkP7TmHzleISQAYILBxb4I+y/FQyQObRT6Oy/1bXyvU4UQBcDSvTkPXdH9ygXoynxDYxs2YZWKVUv7wxC+3dUysd8SdGRARAFJLb2vome5JzBMSADAG7DhyVtvEKuJCg9u6YJbLssYX4+oBZAxIu/ZgJoMVdDBjSAYAYiAitUjL0Dw6r3lzTMZfp2rZLvFz8t46k2FuYrsg797ozvhsA0vnwoanAN5SCIo5zWBzSpueA+j7b5KtDv6pjy8D0C/F5ojEKRqzbJf6LVgdOINhPsfG5V8tfaqJMJZNVMkooKS5R3+uneMyv5tPRT1yZFY80DW19vALKXs8tiUi6e/TdSLTefcG6OpO4aELN7hF95l2HtacFVcfjPTIkNfQY2Rp77Dyu4TyLrsl6528txS08tuHyGdjyL87aO60hOXieaVtuEeOgqZeI2tne0/f4tbhXcdz/6apE3o0q7lfdeuFOCGv9lDxfdvF60xsXS83vngpR9mDQQtHD6tFa7jFD+ctXmu/1Dc8pSDqdP4/f0yYZWgedqqYW3hXy4AZlpDzZAy/donZC73tPP1vPRkE0DcO9zWbXXy2fpRsvtvK4Mj6bknHCFn2aMzCaYmz16Z9ibkRybkb95/Q0DWOzOB9yDt9yUxUyQC8EZFRqYUzjS2NbTl2nn66ZvNYnFVZFS0jYlX140FXn81TdYwsXFaY2HlYuq1Oq3pyOKt8NpNtaO1s7+mnN3e+mePXCSUtURfqvvrLlNmmNraLfKxcljks808uf3w4p0rXfJ6hlbO9p7+BhYPxfI+U4oZhsarpOX/ZxrCpOnPmOnua2i+ey/FOKGo+WVhvZOOsz3KwX+bPsHQyYnNiL9VHZP2qxWBxz1cOSyGjUPfsrSXHa4H31ostQp/vI7QMzdkea8wcFjNs3Q/lVL0RSgH0joPj852T95Y7Xe9qMnOHxdO0DS1dl1u6ern7h2mbsuMu3hwW01IS9d2Suc5LOWsC23rFX/474AksGYBXAkVG2Z2t4Sf8Qg/sij9X0tA5NCYDaCWJmo7h8JTL3+7mBsekZPIau94I+9/Kz1e1Bkad8gs9sONQRmFd+8tRWWXrq72nLoXEpgVFJwVEnNwWm1be/LR3VHbheltQVJJ/6IHt3PT8mkevhVLQtApoei6IzizZsOdwQGRicmFtR+/ooEiZX9u+7WCqX+iB4JiU3BttzwYlJbe7ItJL69tf0xQJYFRCppfdiT1X3tojaHw2Gpla6L/zYFB08tnyO91DIoqkAIxKqdOltxPyarpeCwD0CIjjl2tDuBlB0aeCopL2JhVE/3y1oaMfNAVgRKxKv9IUm3WtvVcwKdlnR06CLyGHRYRQRipVHx/qSRoiJUbEhEBKyoh3C0coSAik5PA4IZCRCpICaIWKFsoovvTDRkrkSoBWUBBIqZFxQiAlFaqPX4woYFyJEbGKLyWlBK1OqitpCGXUsIgQSEgZQYGmpUpSIFXJFO9+F0LTECvBFysUSiWlbtg4wVfv/OHIFD0up/hipTp1R6ioMfnHho2KCb6EkL2fJUYDYiXNFyvl70/xJTPhJZvky2dSskk+O7+VjMfjtU0yye8Kj8f7RDKhUDg4ySS/K0Kh8BPJJpnk8zEp2SSfnf8AXywC5L56xHwAAAAASUVORK5CYII=" /> </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgexJqhmh82JQxJhLHyLFVFRvLu50w3YLdOsJ-JKh0NyHnYZ9dDqMg3cVhbudM-He4sKP_OrV_O9iJk2xv9VhLD6_J27e1r-q82rK5CBQ3drXdBN-WaiGBiVoCKguUqYY3RKTCScUz5mOg/s1600/log.png"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"><br /></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">INTEGRANTES DEL EQUIPO:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br style="mso-special-character: line-break;" />
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</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Gris Hill
Carrillo Ovando</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "; font-size: 12.0pt; font-size: 7.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Nayeli del Carmen López Vázquez</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Luis Daniel
López Ruiz</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "; font-size: 12.0pt; font-size: 7.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">María Soledad Zorrilla Gómez</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 1; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.6pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 1; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><span style="color: #ff0066; font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> ©</span><span style="color: #ff0066; font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">¿existe
similitudes? ¿El perfil de egreso está basado en la definición de QFB?</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify; text-indent: -18.0pt;">
<span style="color: #ff0066; font-family: Symbol; font-size: 18.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES;">¥</span><span style="color: #ff0066; font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: ES;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Si hay similitud en el perfil de
egreso del programa de QFB con lo que es un QFB de acuerdo a la OMS, ya que nos
dice que con capacidades tiene que contar todo un químico farmacobiologo y como
tiene que aplicar todos sus conocimientos. Si está basado, ya que nos explica
con detalle todos los objetivos y propósitos que debe llevar a cabo un químico
farmacobiologo como bien lo dice la OMS, aplicando todos sus conocimientos con
sistemas de calidad relacionados con los procesos químicos y de la salud, como
también la participación para ayudar a la sociedad en lo que es la detección y
solución de problemas de salud pública.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 18.0pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 18.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<span style="color: #ff0066; font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"> ©</span><span style="color: #ff0066; font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"> </span><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Atributos de la asignatura de biología celular </span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid #D99594 .5pt; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 652px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #C0504D; border: solid #C0504D 1.0pt; mso-background-themecolor: accent2; mso-border-alt: solid #C0504D .5pt; mso-border-right-alt: solid #C0504D 1.0pt; mso-border-right-themecolor: accent2; mso-border-themecolor: accent2; mso-border-themecolor: accent2; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.8pt;" valign="top" width="113">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Atributo</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #C0504D; border-bottom: solid #C0504D 1.0pt; border-left: none; border-right: none; border-top: solid #C0504D 1.0pt; mso-background-themecolor: accent2; mso-border-bottom-alt: solid #C0504D .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themecolor: accent2; mso-border-top-alt: solid #C0504D .5pt; mso-border-top-themecolor: accent2; mso-border-top-themecolor: accent2; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">¿Tiene relación con BC?</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #C0504D; border: solid #C0504D 1.0pt; mso-background-themecolor: accent2; mso-border-alt: solid #C0504D .5pt; mso-border-left-alt: solid #C0504D 1.0pt; mso-border-left-themecolor: accent2; mso-border-themecolor: accent2; mso-border-themecolor: accent2; padding: 0cm 5.4pt 0cm 5.4pt; width: 297.65pt;" valign="top" width="397">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">¿Cuáles son?</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #F2DBDB; border-top: none; border: solid #D99594 1.0pt; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-themecolor: accent2; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.8pt;" valign="top" width="113">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">1</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #F2DBDB; border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Si</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #F2DBDB; border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 297.65pt;" valign="top" width="397">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">la célula es el objeto principal de estudio en un QFB </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid #D99594 1.0pt; mso-border-alt: solid #D99594 .5pt; mso-border-themecolor: accent2; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.8pt;" valign="top" width="113">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">2</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Si</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 297.65pt;" valign="top" width="397">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Se efectúan el control de bacterias para la calidad del
funcionamiento </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #F2DBDB; border-top: none; border: solid #D99594 1.0pt; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-themecolor: accent2; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.8pt;" valign="top" width="113">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">3</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #F2DBDB; border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Si</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #F2DBDB; border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 297.65pt;" valign="top" width="397">
<div class="MsoNormal" style="line-height: 18.0pt; vertical-align: baseline;">
<span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Combatir de
manera efectiva las enfermedades </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid #D99594 1.0pt; mso-border-alt: solid #D99594 .5pt; mso-border-themecolor: accent2; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.8pt;" valign="top" width="113">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">4</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Si</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 297.65pt;" valign="top" width="397">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Utilizando técnicas infalibles para la detección celular.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #F2DBDB; border-top: none; border: solid #D99594 1.0pt; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-themecolor: accent2; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.8pt;" valign="top" width="113">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">5</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #F2DBDB; border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">No</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #F2DBDB; border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 297.65pt;" valign="top" width="397">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">El estudio de la celular requiere conocimiento técnico más que
administrativo</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid #D99594 1.0pt; mso-border-alt: solid #D99594 .5pt; mso-border-themecolor: accent2; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.8pt;" valign="top" width="113">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">6</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Si</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 297.65pt;" valign="top" width="397">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Se relaciona con personas que están en el ámbito del QFB </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #F2DBDB; border-top: none; border: solid #D99594 1.0pt; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-themecolor: accent2; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.8pt;" valign="top" width="113">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<b><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">7</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #F2DBDB; border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Si</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="background: #F2DBDB; border-bottom: solid #D99594 1.0pt; border-left: none; border-right: solid #D99594 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid #D99594 .5pt; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #D99594 .5pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 153; mso-border-right-themecolor: accent2; mso-border-right-themetint: 153; mso-border-themecolor: accent2; mso-border-themetint: 153; mso-border-top-alt: solid #D99594 .5pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt; width: 297.65pt;" valign="top" width="397">
<div align="center" class="MsoNormal" style="line-height: 18.0pt; text-align: center; vertical-align: baseline;">
<span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Ya que se manejan para hacer estudios completos y renovación de ellos.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 18.0pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 18.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<span style="color: #ff0066; font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;">©</span><span style="color: #ff0066; font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"> </span><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Esquema indicador de las materias del programa relacionadas con
biología celular.</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><img alt="" 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hCqmwjldVBBBaG8DpeSqxaVBBVWEuvaPv0xJL/pEb55fbOqRyG7OJGR8rF6rv/yvnbIA51HaczMJEbqC4Po+9qhYavHJtOYmckmafe1Q+5pBScyUtJZ2c/1XyYwkpMYqUmM1Of6LxOMk8L1nt7TCr6nFRxlGIu4+b52yH3t0CST1GSTtAnrSo0xio8xik9kpEQaRCUYJ6eYpMcbJ0UZxsYYxUUbxSWZpCYyUpJN0l4axsQaJSQxUhMZKVGGMfHGSR8Ln8cutFZZf3nZ1QxW9odzkxipMUbxD3Qe3dMKjjVKSGNmxhonPNR5fFfrPjKZyEjJMs19rBtxR+t+uN6zbNO8aMPYKMPYZJM0JEa0YVyUYWzI6gd3tYIf60YkMVKzTHPD9Z7d0br/wiAaaWG8EoyTXxrGJDJSoo3iXhrGpJpkJDJSogxjY40SXhhEj0UySY0zTkQWQ+JFG8UlMlJeGsYkGCdPuo2xWomFfpz8zwXfmG8nZmJNM1RY9X+ycoJr14//YOI3NZ9DIBFrmkmNXUp3wv5PXkHlyQvSm27Zs78KO2yYjSfyM1him3zBrKJxP5Eau2QCTov5bic1dE6TmEkNnSpPXv5PUkpix17Smx5iTTO+rHYORV3Aah2xppnSMSh95ORsIhkTl0p+0y196LjQeofZBJKAmZX4tt1QQSXxVTOiKFJ9u6jnZplTZ3GZhfwmbDC7+DOW/etiJjV0Sh89NW/hEhFXT1EvH3xJjcyxQH5Tc8E11oo378ucOidk4/AjDhKwWCO+fQ+hrBYqqJyrThf33UFu6SM3dYt6bubRWi3i5sXPZCveDiXVtX+lmEkNnXJnLs6lLxDZ6MVnYIRNzMLEpgpYWkPFr/ClrwVtHITWOwitdxSydcSX1ODS8+eQKELrHYSdXFWfRqs8ecFvaiHs5Cq1/7DSvYcirp7zNBfNX7FK2MVd9WkMpWNAyM6JV9cAKn5Fbu1TuhM2l7ZAxMVDgG0h/tNO4uuWj31Rm7qYQ0ND161bt2nTpq1btzY3NxcWFtrb22/atMnOzi4gIGB0dDQiIkJJSSkxMRGG4ePHj58+fTokJMTb25tCoVhbW/v5+bW3t09ssLu7e//+/S4uLu7u7ufOnYNheGhoaPny5Xv37kUWCAgIOHPmzGeD/UPETKxtxcSmzNNYIOywQcDMSszbl1Beh03O5mOw8GW1MifO8JuYCphZKV67O/GzTKpvV7oTOodMFXZyFXH1UHuRIGi1TvGPYGrXiIiLu9zF3+UuXJm7YKHIRk8+QwY2IYP4uvVrxJzGzIzQe7ZEfKmpPHuFxEo/6s8JxskrJFYy5U11pfW2krZnsLJjjRLWKK1lyptaKlox5Zhxxgmu2I3uoGel1atDtCNWSmuurbhJECBaKa2xUlpzXzsk1STDXs2BJW/KkjfdRtqRbJKG+DWRkZJpmutD2OIBesUbJ6nwqtirORWZl91cectEjnVp2WWWPDvWOCGdmfVI54mejMEj3YgMVnaMUbyBjOHvy6+nsbK+QMyZrBxP0GuR2GILRUumPCvWKGEHeRddmL5O2dpEjvVI50kOO/+IxvEVEqvs1RxWSWkHLjxzVyt4heSqaKO4eOMkbanVN1b+YarAXi2ls1Z5nR/15zyzwsCFp/Wk9e1VHdYorQ1d/TCVmTHemaGrH+hJ60cbxW0EPRTmKzzTf1FgVsxWMD+1MMhGxTZQ83SOaX62aZ4jxnkHeVcWKzfLNHcbabsLdmO0UZyOlG6YzqPUP5seFTMM/0Uxg1nFc0jU2QSSWlQiubVf9cnL2Xji/KUrkE+XqJeP4Nr1Yj/tIDV2kRo6SI1dfAbGysGPKR1DE//mkpq6JfcfEXb1IDV2TZeYGzuVQ8N/xELzV2hB+RWUjiH5i1dn4wn8LDNSfTuhuknE1ZOfZS514Aj5TQ/5TTehvJ7PmIWJTqG0D078ZU9q6BCyc5Q6dAyXnj9/+cqJXy84JubGLjGfbeLb9yyAYUr3KKGsdg6BpBaVRGruwcSnk99048tqeVatxiZkkFv7yK19skG/CFnbClrZQAUV5NZ+QWs7mWOB6oOwcmj4PM1F2MTMqfys+ZSYG7sk/Q6IemxaAMPCDi5S/sexiZm8+kb4slpRz83CDi6U9iFKx5CQnZPY5q3YxEwebV1yc6/6CExu6xeydRTz2UaHYbXoZHx5nfoALOq5WerAEUr3CKmxE5uUJWTryM9kK964R+2D5X+7LmhlQ27tJ1Q18qzQkgk8R26afH+YopjT0tKYTGZTUxMMw4WFhXV1dUwmE7m31MDAgI6OzsuXL58+faqmpubq6jo6Orp37979+/cjrzU1Nc3KyvqwzVOnTo0fgkauTomMjHRzc3NwcEAuhNu7d+9Ubvn0TxFzXZvqkxe8WquRb+qCa23Ff9qJS8+fv0ILl1U8b8FC1afRlI5BTFzan3a5hg65878JWK6lwTC1DyY398pfvsGnbyR/4QqvniGxqkFiz35RN286DIu4eohs9KS0D36lmB/oPFohsTLaKO6Rbrim6MLbq+4uEV8aaRD1VC+SLkKPNIhywbqaKZjnsgtLLCrWKq+zVbW/pxWsIbLgkW64nrT+r0t/O7/kgr60QZVVTblldR670BP0tlS0ymUXpjIzri6/EWecOC7mLNM8V9xGezXHaKM4kiAZFMDf0wq5vereYrEl0UZxKyW1zi4+X2xedoh+xFLJKp2ZnWKSHmMUv1hsyaVlV9In8+5UxGyrar+dvLN2baOJPHM3Za8H6OmGc2+ybmErmG0j7Xig84gsRL2vHVJuWX19xU2iIOmpfiRDzmQPxe8Azd9c0SKDlb1CYsXNFbdq1zUVmZfd0wpeJLb4rlZwiUX5Pa2QhzpPxg8JpDEz72uHLBRdFG0U54zZIDFX0hXrVmn1Skda95Tm6b3Ufaby7Dx2YZRhrK6M/s2VtzJY2dmmeV6Qt7XK+mijuAUimsGrw1AxT8JfEjMuPZ/PyETQxkFip5/6ECzqsVnMewufCZtY04yJThKyc4LyK/hMTMHsUkSifIYMpVshpPqOP30Om7ql/I+LuHtPq5iV7j4QsrbjN7OSv3iV1NgpbO8k7rtD0Mqa/KZH+f5jMa8tuOQcwTU2+OJqYl0blFfOZ8xSfRpDqp/wi7OqkdTQIezoIn3kBC6jgEdLZ5rELLnv0FzaArEt22TPXiQ1dIi4eMxfvlLh+l1ySy/xdQuYW8qjpaP2IoFU30GoahS2c8ImZYl6+cj/doPaPSJs5yR96DipqZvU1CVguVb+4tWp9OqnxSwTEDSHRBH33TGHRMHEpGJiUvgYLDC3nFffWOVxJKmxk9TYpXT3AT+TjUvN/VEVI+K8UWzzVnzZa6U/gudQ1cW3bCdUvyHWtpJbekXdvSX3+ZOaushvuqWPnpQ5eVbp/iMRVw9Kx5DClT8ErWwIlQ2Utn6ZgNOC1rbk1r6vEfOBAwf27ds3PllUVGRiYjJ+K+agoCB/f//g4OCffvrJxcXlwYMHgYGBhw4dgmF4eHiYzWYj/01hIiMjIywWC/l5Pc62bdvy8vJOnjyJ3Cls//79x44d++yn7B8k5ogo3tW6UGEVpX1A6f5jfhO2WkwKz2o9fHmd6Cbf+ctWKFy+gXwbmyhmxet3fsSCop4+kvsP48tqya19glbW/xURVXkcqd4HS/odELJ1JFQ18jPZErt//th+MnUxP9J5slxixR8r75zQPLVMfPmD1Y+Wii+7tuLmhSW/GsgavjCIXi21+sKSS1mmuVmmuVeWXVslpZ3ByrZXdaCLaKxRWltgVnJx6SUVXlVbVXsf/JYYo/iVkqt+XfpblmluEiP1PVlmmea5gx5OmA0vDKJ0ZfScMRvYCua3V91dJr48k5XjgttopbS2zKKSKW96mH4si5WLiHm5xIrflv3+xWJ2UHNyAz2ijeKWS6w4vuCkN37zelXbBONklgI7aOGZ/eoH2QpmueyCZJP0NGamoazR2cXn76y6v0BEc5n48j9W3sli5a6QWKkrreeg5nRPK2Q3Za+ZgnkuuyCRkYKcI5/YmcHaoUvFl0UbxjlhnJ0wG5ZLrAjWDmPJs09pBj3SDScLUV4axJxZdI4hx0ROEGSb5m3Cb7ZVtY82ilsstiRk9QNUzJPwV8XMq2eoeCtEgG2p+vi5gOVapbsPePUNyW+6pX4+zLNSS+7sr3NIFLlzv5Hb+v8k5uomYm0r8mn8RmK+Eya43kHhyk2htesV74SKOG9UvHaHn2VObhsQ9drCZ8yUO3PxR1WM0t0HpObed2KuayO+ekOsbf2WYpbYtU/AYq1aZLxaVBKxpplU165w+cZc+gLxn3aSGjqgvDJEzOTmHrWXiXMIJJnA8/xMtqCVNbVndEzMjd2kxi7Bdevlzl8mtw58NuSnxSx9OICPwcJEJ0vs2Cvq5aMWGc/PNANzy3hWrVZ58oJU30Fq6FQOfsxnzMQmZs5dsFDx5n2Vh8/xpTXkN92Y2FR+YyavrgEuPZ/SMYSImfymm1jbyqtvJOLiIbn3wGyIgC9+pXDjnqCVDaGqkdLSK3PqnOAaG3L7wFjPf5GY/fz8kH/AhZCRkWFiYjI+ee7cuf3799+7d2/37t0lJSUWFhY7duxAbkPxMTEPDw8zmczU1NTxZxoaGpYsWXLx4kVXV1czMzMYhg8cOICKeVIxk1v7lcMi+JlstagkHm1dfFE16U2PwtXbc2kaYt6+xNo2Yl3b2B+Ehg6Fyzfmr9RSefhc9VkMobye0jks7LDhBx5e1Yhoag8sfThgNogXdtgg6edPQEZXfJ2Yw/WeUoQoBjKGTHlWsHZovHESTZhuIGMECUDnF1/MYGUvEV96admVTFZOJivn6vIbKyVXpZpkhKx+oMijeH7xxSLzsjOLzi8Q0by07MrNlbfijBOXS6y4vOz3TFZOIiMl1SQj2SRt/ETsRDEvE18euvqhiTzTA/TSkdZNNkm7sfIPLUnt26vuaUutfqwbjpyr/koxZ5nmOmM2kIXIbAXzPRS/PHahN7SZKEhaJallrmhRZF66Ce9jqWSVbZqH5DSWYxzTCCi1qGTImTDkmLnsgiRG6krJVb6ErVeX34g1SviJuM1KcU2OaX4iIyXFJB15VbJJ+ntitlW120PxO0g/ZKOyHmmzwKzESNb4lGagM8ZlO2knonZUzFPir4p5/gotKLdUxNVjDokifSwQm5TNu1oPX1jFb2ou7rtD7twlERcPQct1pPp2YnUjn4Gx0h/BpIZOfPErXGouobyOUNVIauqWOnhMxM1resV8O5SfbQkVVvKzLedqLlIOCVe6+4CfZQYVVvJo60j6HZQ9fUHQap2wsxulYwjKK+czYqo+jSE1dkIFFbjUvHdidtggfTgAl1HAs1J7ug5l++4Q3+G3AIap3aP4khqooIIOwyrhL+ctXEysboLyy3lWaqu9SKC0D0rs9BNgmcsGXZA+HDB/yXIwt1TYeaPsqXM0GMYmZs7TXKT2Ih4qqARzSj49sO4zh7L3+Yt6bVkAw6pPo+ev0lYNj+Y3YeOLq/lNTKUOHlUfgKn9sPiW7eK+O7CJmby6BuQ3PerDMKm+HZeWT+2Bqd2j8xYuVrx5j9oLi7p5SfodpLQPqoZHzdNcLBN4TjbwPK+ugdyFK0r3HgrZOFC6hilt/fwsM8mfDxFft2BTcj4c2jNFMT948IDBYCCPW1tbS0tLly1bNn6LUCsrqxcvXgQHByOC9PHxERQUDAoKgmF4eHh4/JdxT09PY2Pj+O9sb2/vAwcOII/r6+svXbrEZrMvX758+fJlPT29mpqaY8eOoeeY/yTm8Je8uvqkhg5qDyzq6SPi4o5Lz+dZqQ2mF+ALKukwrPYiYQ6Vji95hU3Lw5fVIp8y+QtXBNfaqI/C1H6Y3DageOOeoOVa2aBf+AxNSHVtkn4HRVw9KO0DY4MEv27wVxoz86HO45WSqx7oPM5jF2ab5kUaRC0UWxSu92wneY+BjGEOu8BQ1mgTfnO5ZVWl1SsP0GutsnW2aVWU5CAAACAASURBVF6UYexS8WW3te7lsQtPaQYZyhhVWtVUWFUXmBWzFcxcsK5lFpU57PzHuuEvDKIe60YkMJIRMbuB7o4Y5xcGUYvEFr80jDmz6Jz0POlFYosTGMkZrGymPGu5xAo3nHsuuyCRkYqIeZn48q/5xWyv5uhL9C0yL81gZeew8x3VnD1AzwTjZJow/a5W8JlF5+giGomMlEqrmjCdR5qiC0NXPyg0L9mIc3fGuuSzixMYySslV91ceat2bWO5ZfUvS36lCdOijeLKLCsjDaIiDV4+0Xv6wiAaGSUXrB26RGxptGHcelVbX8LWdFaWtvRqsdniQQvPlFiUH9U4tkRsib6MwWPdCOTMdLZpnjd+03pVu2ijuEWii1ExT85fFfO8pSuggkr53//4r6gYNiEDE5PCq2+kdDuUV9+I1NSl3g+DuaXzFi1Ri0ok1bby6Rsp/RFMaR9QCnkyd+FiMKOA+LplTMwbPaddzEwzUlOX5J79/5OQJDV0KFy7I7DGRuHyTUEra3JrH7UfxsSmzl24BJdZCJXU8BmaqEZEU3th2dO/zFu6nFDViFyYJGzvjIh5/kqt6TqUvffAXM1FknsPSPr5Y2JTRT02SezZL2i5Ttr/GKmxC8wtnb9SCxOdTKhu4tXWVX0aQ+2HKZ3DgmtsZE6cEfXYzKujL+l3kN+EJXviDLmlT8jWUdR7C6mx6xNu/syh7KMn51BpkvsO8RoYK/x+CxOXymfAwBe/wsSl8WjpiPvuEPXYLGC+Bl/8CpuSM0sFI+a1RXzbbtWIaOmjJ0VcPUTdvIVs7PElryjtg6IbPSX9Dqj3w+I/7RTz2Ubth6kDsPylawIWaxSv351DpUns2idk6yi4xoZU3650O3SOOh1fVP1ej01RzENDQ3v37l23bp2/v/+WLVvq6+tDQ0NNTU39/f03bNiA+PX69evIrT3r6upmzZqF/NhFfhkjYg4LC9PR0Rkfm11RUWFlZbVz5859+/adOnVq3bp1UVFRyKxt27adOnXq1KlTurq6/v7+d+7c+cR/MPzniFntRfxsCC++Zbuw00bBNTZgZhE2KXv+Sm1scraom7fknv0Cluukj5zExKTMoWlg4tOJdW2khg6Fq7dmg5D49t0SO/aqPo3mM2QoXLtNbh/kNzGVOXlW+sgJEeeN5OaeqVzHMUUxr5BYGbL6QQYzO5WZEWkQpSm6MGT1gyRGqobIgkvLrjzQebxScpUTZoMTxllfxvCxbkQWK/e5wctFYov/WHUnj114fvFFVV61jTi3jTi3+9ohEXrPV0qssld1sFdz3EHedUTj2AJRzVijhFRmRpZpnhvO3UHN6YVB1ELRRY90w3PZhYvFFuMFCPHGScXmZfuo+2f/Z/blZVezTPOQn6QxRvFLxZd9zTlmO1WHzQSfPHYh8gPaUc3ZCeNcs6bOHfQ0U7DINs3bgHVdLaXjS9iqI637s/rBLNPcLNO8DRhXRzXnPHZREiN1mfhyY1mGO+h5iH4kjZnpDW1aLr7cl/DTWqV1D3QeLZNYvoe8N8c0HxHzYrEl0YZxNirrN0E+FZbVAZonZ/0w68yic7nsglijBNHZoix5NnKcf0zM0CYbFdtoo7iFootQMU/OX7hcqqoRX/YaE5OCL6vFl77GxKUhl+tg4tPBrCJsYubY39PqJkxsKphTSqhuwsSlQfkVxFdvoPwKtRfx+LLXhKpGQnUTmFmETcn59CGprxEzoboJyq/AJGQgq8bEpxNrmqG8cmxSFi6zEIesuqqRUNmAXMlDqGzAxKcjSgCzitReJiDbS6huwiZng1lF+LJaTGwq8gWfs2ImVDeB2SVK9x4q/H5L8Y9gfEkNNj5d4eot5bAI4usWwqsmfHktJjYVX1KDL6vFRCcjF4ARX73BpRdgk7NxqXlKd8IUfr+lFhlPftNDePUGE5+OTc7+zOG+T1wuVd0E5ZYq3X+k8Pst5QfPSE3d+KJqTFw6vqyW3NyDS8lVuHZb4fodqKCS1NCJL6tVefBM4fodhau3sUlZ+OJXitfvKl6/CxVWkeraCNVNuJQcXEYB8XUzNikTzCwiVDcRqpvwpTWYmBQwt0w5LELh6m2lO2HEmhZSfTuYW6YWGTd2hdtfFzNCTEzMs2fPXr9+jUwWFRU9e/YsLi4OmWxtba2trUUel5SUICPFRkdHq6qqkP901NbWVlJSMlGx7e3tkZGRkZGRvb291dXV4/+Fs62t7dWrV83NzfHx8c+ePcvMzETFTKhqxJe+VnkcqXDtjuKNu/jS18jRMkxsKqG6CZuYqXD1lnLwY+LrVnxJjdrzOHxJDfIpgwqrlEOeKFy9rXjjLjYhQy0qiVDVRHzdAmYVYRMywOxibEoOcYp/Lj4n5iRGapxxQrB2GHJtUhIjNd446b52SIxRfCozI3T1gyd6T3NM85/oRpxaeDpw4elIgyjEf/HGSfe1Q6ON4pJN0qKN4n5bduWUZhByJjWXXfBM/0XgwtNBC8/EGMW/MIi6veoucnlVsknaE92IR7rhyMsRW0foPb+rFZzASEaaurPqXvzbq4aSGKkJjORg7dAow1jkSqq/KuYkk9RHuuHhes+QIVrJJmmPdcMf6YanMTNfGEbf1bqfYpKeysw4v/jCSc3AGytvZbJykhipSSZpj3UjHumGJ5ukJzFS72uHnll07pRm0NXl15NN0jJZOb8s+fWkZuA9reB0VtYdrXtI+0mM1Fij+PvaoQnGyY90noTrPUsxSU9gJN9edTfSIAq5/ipYOyxC73ny2zPTySZp4XpPH+k8SWAkIx0yPlAOFfM7XgyOKLb0k9oGplD95PZBSh9Mbh8gdwxR+mBy2wC5fZDSC5M7hym9MKm1n9TWT24boPTC5I4hUls/pRcmdw6RWvvHlm8fJLX1k1r7yV0jlO5RUuuU1qs+Aot4+GDi06m98NRyDoytsRcmtfaTO4cpfW8f9MDkrmFKD0xq65+wOYNvMw+SWvvJXcOUPmRF/aS2fkoPTO4aGdvMduTJKWWg9MLCTq5gYRWla+QzUbtGqIMwdRCmDsDk9kFKD0wdhKn9MLl9kNTaT24foPROCPm2Dyndo+TuUUr3KPLascyt/ZQe+LN9qw7Dkv7HFG7cUx/5oEtb+8mdw2N5+mFSWz+54+22t/aPZRuEyV0jpNZ+cvsgdeDdM+SOoYlzx0J2jYynRZ5E3hpy5/DYawdgcscQqbWf3Dm2U73XyZTuUcmsIgefLRz5wHCFN2/ebN++ndspvhznn7ZKZBRSuken8ifi3S7ROYzsJJRemNw2MLbzDMDk9sHxj97YJ/HtnkMdgMldI2P7eWs/pXsU2YUoPfBU/1wMwyIPQndgfOusGvLZRZNWAbu41KKygF08PllmUVnALslnF5VaVBaZleWxC0vMyystX1Vavio2L5u4WKFZSR67qNCspMLyFbJAkVnpxOULzUqKzErLLCrz37ZfbF5eYl7+di3FeeyiEvPyMouqfHZRHruo0Ky03KJqPEw+uyj/7Yo+lr/Gqs5RzfnOquByi6pJFygxLx+PjUyWmJfnsQuLzMpKLSrzJ+Qvs6gaz/l2saJ8dlGZRWXl2AKVyLYjy5eaVyBzi83Gu6UE2VhkpXnswkKzknKL6iKz0vyxpqpKzMsnxis2LysxL89/2yGTbkK2bn71AY79l9tvz9eK+UFB0exdP/PvnrklePDYLM3FPBvcBPcd4nqYqZfAvkOzaBq83r4Cew9yPcz7XXooYPZqvXnmawQPHuN6mM/3pJ///7lvoi5ZEvjdsmvXruXLl3M7xZdDW7rsf26bBPz8ub4zfH7fPnDsfzbrlvMv2YbZ7qni/besnzDbqAI0S5k1m9W2cD3MNJW7rOd5+1844kiu8LVibqytjQy+/3wm1/175gzGhRMBz+/f436YvxKboad369Kvz+9zO8mHde+eq52d39at30eX3r9/45fzBvr6d79bgoKCDA0NuZ3iyzEyNLx+/txM3JMn2Vvu/bx1q62zbXBEcEhEyN+ygiOCWRasgDPHuZ5k+ir0aUhiegJHHMkV/hn/9nHXrsoJ90T8XvDx8Rm/AeRM45dffnn+7Bm3U0yVlpaW7/rfJjY0NGzbto3bKb6cbdu2NTc3czvFVImMjJzKUPnvmr1795Z8h/8J95/DP0LMvr6+OTk53E7xl3F3d0fuDzUDOXnyZGhoKLdTTJWqqipkNPV3yvc++GvTpk2VlZXcTjFVwsLCkCvU/8Zs27YNuRUdyswEFfPMBRUzp0DFzF1QMc80UDHPcFAxz1xQMXMKVMzcBRXzTAMV8wwHFfPMBRUzp0DFzF1QMc80UDHPcFAxz1xQMXMKVMzcBRXzTAMV8wwHFfPMBRUzp0DFzF1QMc80UDHPcFAxz1xQMXMKVMzcBRXzTAMV8wwHFfPMBRUzp0DFzF1QMc80UDHPcP4RYt6xY8f3eDW9t7d3W1sbt1NMztmzZ8PDw7mdYqo0NjZu3ryZ2ym+nJqamu/6Bim+vr719fXcTjFVIiIiAgMDuZ1ietm9e3dBQQG3U6B8lK8Vc2tra/KMZ9066xs3niQnV3xfZWZm8+hREtdjTFre3ruOHj3M7Td2qgSHBK+zWFeSXFqSUvL9VXLJs/vPba3sipO5neSLqji5xNbK7kXoy5LvIX9xcsn5Y794eHpwe5+dXmxsbH7//Xdup5heioqKOOJIrvC1Ys7Pz985Zfbt23fw4MGpL88pFiygOjn9sHPnf76vUlf/t5cX92NMWtra/zYzs/n2b+WX4ePuI0wVlNwuIu0r/v3VNnExR+F51DkyO7md5ItKZof4POoccWdh6W3cD/P5tDvF5zFnr16lw+19dnpZuHChg4MDt1NML7///jtHHMkVvumh7N7e3sLCwm+5RoTduzdXVQEw/J2Vjw/Q08P9GJPWhQtAZOT3c9q+HcZtUiXBKlQYR4ZxZBinDoM0GFSHwbeTOGRyBhYNhqAKFdHNggtgPNfDfEFpwHjRzYL4Vyo0GOJ6mM/WAhgv9HDepbO/cXuXnV78/PzKysq4nQLlo3w7MdfX1+/cuTMkJOSbrXEcX1+3nBzuy+yvlrs7UFfH/RiT1smTQGho/Ld/K7+Mtup2jKsKYVSFMIjVbIQ0GkFKH0gewOFgjOYbSLMOIg+DGjBhAUzQgPHqXaB6J6gxiteA8eqdoHonSBuAFkyc2w0ugAn0Ebx6Jzi2MIzXgAnIY1oftAAm0Pqgsbld4y0TkEn6CB5pjT74dpmesWXeeyFStAEIylIRdRMcW/vbonaD1O7JJie0tgAm0Efx9KHx/AT1blC9C6SPjmWg9YDvrU4DfhtvZGzzJz6mD/95btfniz6KF3UTxOep0Aag99N2TzbZ+UGGblADJtCHJ8+AdDh9CJrwdhDG3zv6EH7B260eq25QA8ar94D0IejDrdCA8cK3eIKOn+b2Pju9oIO/ZjjTK+bIyMiTJ08GBARER0fX19ffu3cPhuGSkpKAgIArV6709/d/+JLa2trjx48HBATcvXt3dHS0pqYmKCgoICAgODh4fJnnz5+PDwmuqKiIjo7+dIyvFHNrK3DuHBAQAJw8CdTXT7JAaCgQEACcOQN0dr57sqMDeP4c6O//dmIODwdOngQCAoAXLyaZW1gIBAQAAQFAVtafno+LA16/BpqagOjov7OYVT1U8IMqR/doZ0BWz0Aju/1UYidu19nl6RSrZEVTN2+61GlxaX8xpRvS1E6QPgiphcurhMjRBiBaP0QoVJE5Ji7tL6YSLEsfwlPeYOXPS+JilRCz0ofwqg/lFH+XVu8Caf0QqUpN/pwkuRZD64XUe0CNUbziVWlpfzHFK9LI333MSwVpfzHpg2L4PBX6CJ7WB9F6IcUr0tL+YjKHxYmlarQ+aKIqJhFzN4gfxkIjGGgESxrGUXveTg5jSTBIbsTKnZGUOSwue1xc2l9M5b4smK4sc1Rc2l9M/qwktRW3ACaoPVWQ9heTPSlBbsCq974zlno3qBomJ3NYXNpfTPWRPK0fog9BChelsDGK9AE8vR+Pi1NEmsK+VNAYxn9Mxp8ScydIHMSBIxhoBEsYwVF7QeIADhzFQMNY/AiWOgDSekCV+7JIBrVweVo/pN4NKt2QwSUq0QcgWh+Eix/LgItT1BjCk6owcoGSULYKfQBS7wLpQ5DSNWmVEFlaL0gfwIOpSvIXpMa2rgtU7wGpbTiVUDlKAxZMU8ZGKdL6IVTMKDON6RWzvr7+/v37Q0ND8/LyoqOjLSws6uvrLSwsbt++ffz48cTExPeWT01NNTExOXfuXGho6MGDBysqKkJCQpYtWxYaGspgMP744w8Yhnt7e83NzRcuXIiMWL5+/bqlpeWnY3ylmGNjAQoFCAkBwsKA1tY/zRodBQ4dApydgdBQ4PhxwNwcaGkZm1VcDBgYAM3N307M+vrA9u1AaCjw4ca+fAmwWMCNG0BwMGBkBDx58m6WrS3w5AmQmAhYWPydxSzvq2R3i9IN2MPAtn7A4eJ/FvstXwgDLjCwDQY2nAY0FLWEFMNkMJEKtF6Q+gbLb8wzf/FcyhucBkyQOyM5f8lcTJiCAItH+bYsqQbzX5H/zl88V70bpA/hKQ242eCs2bhZ1A5wAUyQ/0Xyf1L/U7ohswAm0Poh6UNioq6CaqHyUrtEwGQl5XuyfIbzVcPk5M9L8hvzgClKGoN4YXsBERdBtRB5mWPicqcl6SP4T4iZ2g3ih7FOIZp/rDH6xVyLfYOMgzHmCbQb9oY3DfVsrtIIHRi1pwpS+0RnE35UuikDpStLbBMRXMOn9kRe9bEcbQBSui4rZM2HCFjxmsy4X2m9oHonyG/MI7FdRDVMDpeopDGCJ5SpziH8KGTNR+uFNGGimKeQgDmv8h1ZHq15uDgl+hTc/J6YCcNYnSLSBQ/9Gyw9r+0LiJ3YJY2Ek37aYbpGO7cu0WiCKEMgj9Y8iR0iKsFyYIoSfZQA5SjPIf0obMtPH8bTR/Gi7oJCNvwqd2T5jHigTBUwWflfP/xL0IqPPoKnD+OJxar/EfiBV28efRiiDxPEfYVnKf4fmDIWldYHURqwPCvmEfJVpY+Ii7oKasD4ib+nUTGjzASmV8zm5ubj1y9GRkba2dlVVlYuXbo0Ly/vw4VHR0ft7OwuX7488clbt25t374dhuEzZ864urrCMPzs2TM/P7/9+/cjnr57966jo+OnY3ylmKOjAXv7yWeVlgJaWkB7+9ikjQ1w9erY47IywNLynae/gZjXrn3/1/DEWTdvjj3+4w/A2vrdLDc34PlzIDUVcHD4+4r5Vbv8T0oH1i+qASwHZ3k2/scuDNCKBvThf3nBIgfzZ1nvBvBLrRU1YfICmEgfxqsEy0psE5HyE1W6IaMJk2SDJMV9hVfAdJmj4uI/iZBeYQTM+HhWzVOLkNeESQpXpPmZPIJWvNQ2nHonKOohJP+LpMgGAY1BPJiixKc/H/mRSh/FUxqxfEY8ahHyC2GSJkyU3CMquVsU80yB35iH1g8tgskLYdLYAduPi5kwjGVGUV7PtYaBLUOA/XneJU4e1DeCdjCwBQY2XAQW0+6raMBEMF1ZcA2fxihBEyZK7hCV2i+m3gmpd4PkBiyf3nwwTVkTJtJH8NR23LsV9YLUdlDIhh/KVF4KU5EDwjJHxWVPiou6CuISlRbCRAlfYflfJJfB6oJr+WRPSbx3dP2zYqb04WgtYOgyQxjwgQH3eMBg3RrC88UmMLAJBjzTAGMjRwyhDytgyQtlKS+BqcgRbJnj4rInJETdBKF05QUwQXyzkOI1mWWwutB6AcWbMlCGMr8xD6/OPChbRRMmyhwV4zfiEXEW0BjFE4pVRd0EZQMlJHeKaIzi1btBWh9EacTyG/MQClVlAyXEfYRRMaPMQKZXzBYWFj/99NOFCxcKCwsTEhLWrFkzOjp648aNFStW+Pj4NDQ0TFy4ubnZ1NS0sbGxvr7+woULN27caG9vf/jw4YoVKy5cuLBhw4aYmBgYhnfu3BkVFZWQkODg4ADD8L1796ZbzMnJgIYG8MsvwOXLQG/vn2ZFRf1JckePAgcOcE3MZmaApydw4QKQnf2n5/v6ADMzIC9vbDI/HzAzA/r6/lliVvxJaaMfPfZfzCLAtAFYkwGYFAJm8NydDQKbfv/3ck8AR6KKy16QUIuQ14AJYp6CmOcKqo/lhO34F8AExStS85fPVbgoJeIkgItXIpSoCtsJSPuLiW0WVu8Ghe0FFC5KCVrwqneD2BhFkQ2CtD5IwJIPylBWviMrZMu/ACaqd4K0QYhYqiZgykssVaMPQvRRvPJdWWEnAYldIjJHxBfABMXr0vLnJbHRip8+lA3CWL8NSxuAtaOzfFr+6xgMrHwMrIYBd5j/wOsfnfwB0mJDOSqMx8YqCpjxqneAGjBBao/Y/MVzxLyEVO7JgunKfHrz1btAWvfYseuJYlbvAgWt+MQ8hRQuSEHpyuodOGE7fmKlmkyAuJSf6CKYLLFNWMCUV/aUhIiTAKFIdeJp46mIGYKxpo8p2QBr6F9ugz96JQKGV4AlnYAtPGdPH9+2u8ByE34FcgmG35JHzFNI/rwUmK5M64cE1/KRqtWkD4lLHxBbCJMktgoLWvHJnpAQ9RAiV2OxMYoiroISO0RkDotTGrDCtvxyZyWF7fg1YILCBSmZI+LkWiy/MQ+5Dkvrh1AxI6BinuFMu5h379599erVkpKS+Pj48WPOzc3NTk5OHh4eExfu7u7W09PLzc1ta2u7efPmwoUL4+LiIiMjdXV1T5w4wWQyu7q6ent7Fy1a5ODg4OjoSCQS29vbw8LCnJycPh3j68W8cCFw9Srwxx/vfIZUTAxgYPBucvt24OxZronZ3Bzw9QWuXgXy8//0/MAAoKsLpKSMTSYkAGvWAMPD/yQxV7cr+igZpBGfilq+/JdRHsCsAszf/OAwKLDj0Ryj/QDVBcDinKXkrkrh4hTJNZg5lNnC9vzCtvw/YmeRajBKN6X5dObJBkjw6s5XbwcJhaqCVnz4XBUhG36ZY+LiPsJgijI/g4c+jJfYLjJ/2VwxT6E5lB9ljotjoxT4mTwao3haP6gBE8i1GJ7lcwlFqsjgJvkLUuKbhWRPSoh5CmnCBLUn8sKOAgIs3gUwcQFMoPWOjWZ6T8x4GLvZe2ECYFIFWDT+a10KYJwJMOFZP3UJ7Qj+j64PgFtqoaAO47Ex42LGS+4UlT0lsRAmacB4QrEqz8p55FoMfQiiD0L0ITxyfFi9852YxbcIK12VJhSo4hKUZuNmiW4U5Dfh4dWet2CEILlLRGgtn9gmIZENgrRBiNbz18RMgHFGT8kP5hoWAuymf60rAtgxgEHfv11hwX2Jc9ccAqjGEgrUCiy/JY+4r7DiFWlCiSo2RvFH7CwxDyF+Bg/Pqnn0AUhyh4iwo4CYj5CIk4AmTMREKgg7CEAZykJr+KT9xaT9xVUfywtZ89GH8fymvPwMHtGNgrNU/k/1gZzGKB4VMwIq5hnO9IrZwMAgMzMTefz06VMzM7OKioq4uLje3t7AwMAtW7YUFRVduHBhfPnAwEA2m11VVQXDsL29fWxsbGhoqJubGwzDPj4+R48evX79uouLS0tLS0tLi5eX1+nTp8PDw9lsdnt7e2dn5+jo6KQxvlLML14ApqbvJq9cARISxh63tgIMBnD1KtDeDsTGAosWAU1NY7NKSgBj4296jpnJfDeAKzcXOH/+3awDBwB7e6C1FaivB5hM4Lff3s2ytwfCw4GkJMDK6u8sZlUPZcKQytHNhom86x//Wy8DYDTNcY4VWOP/H40d/yKt/K+Uwu9SmjBJEybKHBUXcRSgvsGpt+FEnAWkD4spXJQScRFcAlNEnASk9ooSy9T49OdTWnAyh8X/Pfffas8UoCwVXv35+AIVXt35uAQl6hsc5rkC7+p5xDJVfgaPwkUp9VZQ7bE8mKYs5iEovklIvQPE56oIsHixMYqkasz8xXMVr0kvGCUqXJYSXs9P64WkD4kTy9WQcUkfHspmRag/4zePAYyKAXYFYF77bxuYf3f8PMujAN0NwC69iFGH8ZiXCnwG8xExi28Rkdwpot4BkuuwtEFIxElAYqswtR2HS1BSi1BQeyKvdFsG+TVJbQcF2LzYKMVFMGkBTBTZICh9SIzajCO/xvAZ8GAiFSR3icgcFV8AE/n05ytcltIY/YuHsvtBjUbw0lLjOICVATBeAZalgDk8d2s1v9svPyzeBuCNmGqUXhyf8XxstCLyTULYUUDmqDi1GUdpwPDpzld9ICfuKyx3TnIhTOJdPU8lTA4bpyhgykvrA0U2Cv5X+D+EIlWVEDmhdXyYlwp8RvOJFWrUZpzcaQlBCz7aAEQbgCgNWF6teYR8VZlj4qJuQqiYUWYg0yvmn3/+OT8/H3mclZV15MiRtra27du3u7q6enl5dXR0REVFbdiwYXz54eHhK1eurF+/Hlmgt7c3Li4OuT1eUVHRvn37jh8//uzZM2Th+Pj4o0ePpqWlMZlMV1fXPXv2dHV1TRrjK8Wcmwvs3w+Mjo5NbtoE3L79bm5lJeDqCri6ApaWgLExcOgQ0NAAwDBQWwvs3/+ncdrTLeaDB4HU1HdfJhwd380aGACOHAFcXQEnJ0BbG3B1fbdkYCCQkQEUFwPHjv2dxYzZqALBKkvrCNfs1sYLOIT+oBf2o/6hWYt2AxR3M3W5AAn5O9L0YTytH5I5Jq4WLo+cYVWLkJfaJ6r6WE72uITmMBGXoCSxU4RQoia1V5TaggNTlYWs+SitOHyhqpSfKC5BUXKPKK0Hog9D6l2guI8QmKFMqlQTtuMX3SAo5ilIrsFQO0ExLyERZ0FBKz7le7L0ETx9BA+mKAnZ8Is6Cwqu4cM8V6C8wQqY8uJzVOiD+A/FTOnD0drBczYm8XPWPgX08gBm66wNBYJOp/63eBtAsNWANBog9WEIylSW3COq3gHSv/EPcQAAIABJREFUh/EKv0kLsHlFnAXEPIWorThqC058s5CIs4CwPT8+W0XutITUAVH6EJ7WC1E7QOkDYrhEJfowntoBSmwVgbKV6SN45LCw4hVpxSvSitekNUeJSrdkpP3F6APQn65EmsLgL/woxuPisniR9eH/MUwBjOp/sG4Q8Lg5V3cXQPaYDa2KgMgwKLlbFJekRB+GqC04yd2i+HwV+iheA8bLn5eUvyilcEVa+bas5ihR8Zq03GlJfK6K9AEx+iCk+lBOxEWQPoTHRivIBIgr35WVOy1Bh/H0ETypQk10oyDpFYY+CFGbcRLbRUgVasp3ZeXOSNKHIVTMKDON6RXzDOGnn9xzc79ckH+p7twBams505SHx5jjOV5JSX/t4qgP69QpICwsgdtv7FTpqOnEuKmQR1UJo9jldaSgvWapii6//bB6L6DutlZ9QRNEhaExx3SDyDHesceDEH0Iog1A9CG8ejdIG4ToQ3haL0gfxqv3gLQBSAPG03ohWi9EH8bT+iD6MJ7WC6p3g7ReiD6Cp/VC9CGIPoRX7wHpgxCtH6INQPQRvHoPSOuH6CN4Wg+o3g3SR/DIMmMr6gHpo3haH6TeDar3gLQhCMpWEXUXRK6+Ve8BicNYvSJKmOH6GB7rB//Wif6RGTRvxW6AslmRsqQYT4FBZJQTEnJsKwYhWg9I64XUu0EkAw1Z3eDYAe2x8809IPLtZGzzP3iMLI8MRx/rpZ7PFB3Gi7oL4vNVaEOQeg9I6Qdp3WDALkayuHPYf/SifzD6g0dvz7/UdwIUxkUCCf5zhg/zDED0QYg2MJaBNgCNbWk3SB+EkC6i9UP0ITyt/10PIL2NPFbvAZG3hjYA0Yfe3wQNGC98m+d0wBlu77PTy/bt28ePZaLMQL5azKMwPPzxGplscuRtTbrMJxYYmVqD79UQ7LvFPScLgIe/okb+/Hjkg7lIvf1VPcmr/nq5uwF1NV8actLJ8Zo05NTTDgEnA4DQ4CR46JPv/oyptspujIsKsU+F2oLDd2PIndh9Zw1/wzNsdlLUu0BiH47a+vFqm2yy7YO5bR8sPHFW28cnP7bM21nq3SCYpiziKkgfhMafBAfUGOm0W5bWcSL2v/531R6A6quivioGTxz+SPKpZJj0VZ/omakVbQAScRWEspTVu0Hk9zqxG0t/Ax7by4xVdQqZxfgZoO2epW52hEgewFE6vijDZP32ZdtFH4SEr/OcPHJq8G+Nr69vSkoKt1NML0NDQ5xQJHf4WjEnpcUxbVax1mvP2GLbrVYBZVYZzzO15WOt5/1eytSWTxHzf/pmPKa23A/zXpnZ8xFoP2quUGfbreb6+/vZMrXVNjJdzoubJ+TCL+IgIOIgIOjMz+vOK88SFtooIPj2yZlbzgICZryzwVmiLoLvnnQU4NvIK20tfMrQJETVwkkNr2AqzO89I7fFRXA2OEvQnFfE+d2TAi58Qhv47U00ntLt/GQW0pdLC3oKCDlzP7+oi+CP2v9brLnY5W8NmUxms9ncTjG9BAUFccSRXOFrxVzcErs3TsM/ceWMrZN5OkvWynpeW3ks09Q/0eR7qaMZLE224rYHukdSmVwP814FFpobeEHrDuNP5K3m+vv72TqSrrXz7mIZByFKH0hpxlGacdRmHKUFS+zCUFqx1GYcZWYXtRMEU5RFXARo/dB7swidGEo3zjSGptmIJ/RiqW+4n/bDUu+DRFwEoAxlaif4bqOacaRWLDSgZpBF0ckl4wexlBbcTHgvaP2Q0DWeE4dP9v+t2bJlS1JSErdTTC+Dg4MccSRX+Foxl7UnHs3UCsxhTFLZjMAcxrli1vkS1rliZtDbZybW2UJmUC4jKJdxvpgVlMsIzDY+k29ypsAkMNs4MIdxroh5voR1vmRs1ul8E2TybCEzMHustbNvlzmdN/aq9+piBXuVrdLWuyvOFbMmz/nxOls4McCfNu1sIfNtDOPT+SbnxvMXvMv/dmHj03kmYwtPfdVFzCVWCj8/1zlTYPKpJSd0y/vrnVDniphjc7ONzxSYnCtiIq89W8gc67dsRhDyduQwJr4Fk9alajOWL+h4kn6hwvTz25JtfGY8Yf5fTcj4aMJ8k/HJT3fsmUKm/yNd2Q0iVBj67AnRGVi0IQjK+dM55nezekBqD44wgqX0gbQJ50ppvWP3+taAx07Q0vqgieet6cNv5/ZBYyehR/HIPUTVe0BaLzT+QuTMLnLme5Lzx0PvTgZ/5hxzwdg55j9VN0gcwpKGcLQpnKv+NvXPOceclZXF7RQoH4UDYj6SvupUlvGHFZjNOFfM3HpvucelRTtCV54vYQVmv7/M/kid4ymGx1MMdz9cdTLTOCiXcShO78BLncAcxvkS1p7HWh6/LfK9tQz563wkQd/31jLP3xbtf6FztpB5Ksv4l1KWX4S252+LvH9ffDzFMCiH8WGMC2WmK9cr/XRnOfKSqdf5EpZfhLbHb4t8bi49k28SlMs4lTk2KyiHceCFzv5InaAcRmAO43C8/p4nWoHZxkE5DP9oXf8YvcAJSQKzGUcT9fe/0Plw8z9RZwpMllgq7Hu2+nTeJBuF1MlM47OFzIBUQ68ri70uLz6aqH+uiDke8l2AHIZfhLZ/rB6iuoNRuvuerka+Rux/oXMkQT8wm3Eq2/hkhtHPz1efSDc6FKfnH60bOFlnIvVrJZu5BXQ4Qf+ljPXprTiZaXyuiHk8xdDr8mKvK4uPJhqcL2ad/CBhUA5j7xOtQ7F6SH8eeKHz87PVQXmMU1nG+1/oHE00CMxhnMo2PpFu9PPz1ScyjA7F6h2K1RubTDf6dMeezjc5+FBH1lmEOvr5i25nYE1yr+xOkDiAw8AYHIwhD+FoXSC5D4eBMRgYMya5DhBKV8Y8V8A8UyBVY2g9ELUdh89V+X/2zjusiaSP4+v10ztF6QhK7wHSNwkoIr33XqV3kN7SQ0AUO3YFvTsbKvZ+NhR7AwUUlU6ooXfY94/FiIq+3h0e6OX7/B6f7DK7+53ZcT+Z2ZkJtk0d14PAdSG0ypVV/5RTuyKP60LgezVQr1Q0nyjhxi05onFfEc1Rw/Ug8H0ayAoV5It3V/DGdSFw3QjkCxUMR+3jA7Mn/BGLaRv/8VHZra2thYWFRUVFE0495XK5zc3N8Oe+vr6SkpLCwsLCwsKOjg5457179woLC3kzcSAIqqmpaW9vhz+3tLTwPsOqqqqC27W9vb3wLFkIggYGBp48eXL9+vWioiL4zJ2dnYWFhTdu3IBfGw8ODpaVlb1zoa9MnwvMcDPRnYFCm0jaxiNwlguc07TGo3FDsc2a+1Y4ywVxe3WTDy2dNed7DxZ6D8fFKVVrqbfCjkpH/9V4rJmUdYw6aLXAJlZ963N7DxZGHiNkGamGNZNMPrR0+0vHwHWgloGEVZSarrucfQJiQ/GkgXlTmV3QRgLWVMp6uTrBZqFFhCr8vQHm3IZiG6yZlIae+Nr71tsqHPzX4mcK/BC6mZRX52IWqmIVqbb1uf2617TYUm4fsBYkOUhvKrVb98ls/hQw5zy1ZV4wJtlLGyxTNA5QItoupJw03PTU9i0sldhkFprJo4WWeMpvKbffXG5nvVxdQPRn8gmD7S8diLbSvqtwW57Zb3xim3HVDGk0n3nB2DFF0zxcddsLh38OZtgh3nKBUYCSob8SwWYh88K7OdpYYpN5zUxSeY5piMqmUrttLxxMApXnCP9EP2e05bk90U46aANha4X9xie26ZdM0aaS7MumDkka9gka7EumaFNJ1p8mOU9sP+Lh6wOz1rCa0XNUwtbF4ZtISx9qISA1UotGXN6ihOxFxo9RGEgDWaEyU+NniRhhyVRRxD1FIoRUOSv7o8wPCvsWEiEkpk19rtlssRAhEb9581NECYOakjSxb2Z9o3ZJjjCiSYA0VU7JAjMA+T8WwGPO5xj+Kuw+F9eFePNzF10IXA8CHNQQ9p6rsHfhO4t7vxN8ME9DTQjmBw8euLu7U6nUmJiYoKCg1tbWdxLk5OQkJibCny9dukQkEqlUKpVKrays7OvrS05O9vPzo1Kp/v7+N2/ehCCopaWFRCLxDklLS9u0adP4E4aEhGzcuBGCoIyMjLS0NHjnnTt3CARCWloai8Wqrq4uKSlxdXWFXYWHhzc3N1dUVJBIJCqVamdnl5+fP9llMy30ucC8qcwuft8SRZzQikKz35rcGGeN5TGC5BMGvGcoDGasmVTcH7pxf+jKas1DGUtm37ZwpSINlilmXDVVIoikFujvaXRdfcdSESeUcGCJOwNlHq5ybNTHPFTFIlKNfcVMGRRJytf7vdl1xytH1kWTtfetJgXMG0ts0y+ZKhNE4v7Q3dPouuGxtTJRJGQTccsz+3UPrTeV2sXvX7LUW2GRs2xUrs7OakffbPxCxFyC9cINxTbmYSqWEarvgNl/DUi0XTi5YIY7ovU85U2DlXNrnfPqnc1CVRY5y26tsF8/Ltnmcjv/NXhDX0UdRxn6WeNtLxxsYhBSqgJGAUpbn9sTbaSXrXwDZi19CeYFY4dkTbMwlX8O5vWPrDc9tVvkImsRrvobx3V3vYtpsLKeh/zW528dtfW5/bJVOEM/RZKDDOtPk+0vHW1i1OcrzzEKUNpcbke0XRi4/g2YUUbz2ZdN7RM17OI12JdMUUbz/2tgRg2o6z3XuqnlDAGR7YDXCqS2+QHNG4udR4GIIcBvg9RiXLEaokJprsUccFhDB0KDQxrwkmTiMcIScSLggAa2TX2u+Wx0rSp+QHOO/q/IFyrSayVnqv80P0EE7sEWjxSehfpZbqcUCUKq/iknHi0s4jtPvVD+rZ+sgMHsMVfhDz6Yvzy9D+bh4WEnJ6c//vgD3ly2bNm6deveOWrDhg1xcXHw59OnT49funHLli3u7u68zaamJgiC8vPzExMTQ0JCGhoa4Ivm5Lz1juDOnTuWlpaPHj1ycHCoqamBd167dm38Yo4eHh5bt26FP4eHh69bt+7Vq1fe3t4QBD18+NDQ0HBkZORvl8O01ecC85Zye6c0LT1P+V1VTuseWm8us9NxkglYB8Js44EZZ7Egbq9u5E4dXTc50xAV21jEspU402Dl6LxFJDvpnKd26x9Z76x2MvRTdCFreWdgifbS9LNGS9zlwrdpe7LQeh7yuTVOlFOGqQX6WTfMJ+zS/Btg3lxuH52rg7OUgt9f7qx2sghXNQ9V2VJuv+6R9fYXDlbRaqFbSGFbSUYBSrvrnT3TMYa+Sku95D3T0Q6JGhO3mO0nucW8odgm+7Yl1kwqfp/uluf2m8vsEvP1NJaIr75jOb7nAIY39ZShY4qmCxWZV+diHqZiE6sOWi9cvnuRnof8Wy1mw8lsMa9/bLP6riXaRDIxX29zud3mMruYPYtRhhLrH1uvf2TzGt42G4ptF7vKsS6a2CdqeLDQefUuZmEqtvEIjIlk9O5Fep7yb7WYTd5uMZv851rMCEgtOWVRO+ANfZ/U+U3gAUDvj2+XQkA4NJPe+X3oGgC3KFAOUa08W/cX1YtyiHuKuE6E1lMlsTAhHBch4j9P46ESrhsx12K2Yr60UoG0SIAglqu+gC0xP1FUyFUAXa+mekVefLmwWLiQ7BZJEoScnyqqdllO8ZC0JEUMhN4Dsxe/xfxF6n0w19fXm5ubt7S0wJuHDx+OiIh456iNGzcmJCTAny9fvozBYJYvX75mzZre3l5XV9fCwsKRkZHi4uKqqiq4zzk6Orqmpmbt2rV79uyBICg1NfWdFjMEQYmJiSQSCV5FClZRUZGdnd39+/fLyso4HI6joyOP2cePHw8JCXnx4oWNjU1xcfG6devIZPKHFnz8ovUZwWyfoKHrLr+zymn9Q+vN5fYke5nA9eCOSsecp7bvg5lkL72yyBxjKqXvo2AVpRa+nYS3XLCp1G79I+td1U76yxRcqchlq3DyaCGCrTTecsHOKkfnVE1dN7m8OmdPNgZnsQBlLAkP0frnYN5Sbh+xXRttMh8+4a5qJ/NQFYtwVXj4UvYtS0WcsL6PgsEyBSkVgbUPrH2ysEb+SsyLJlr6Ekvc5WxjEdteOGwut4O/KHw+MK+6ZampLxG/T3fLM/vN5fYJB5doLBFfc89q63N7+A3xpjI76kkDKVUB6+XqOAsphK74thcOZmEqHix0zG+LMWZSJHtp/9X4zwjmO5aIJeKJB/U2l9tvLrdfvnsRylBiY4nNlmf26x/brHtgvbnMLu24wQI1AatoNYypJMpo/o5XjqYhKl5sTNhWEt5ygbaDTMgmIh/MPDBrQGppfosfAPbN3/o0fuN9BTC/BVhD38cOiTL+/NE+GUDo2clp1qv8rP6TWKiQRJwIhqMmu03qF3CmbLbkL7iZC1dJgJCmgOmvov6Cv4AzFQ9La0MoyVRR2S1SC9ji0qvnS9HEFA9Jz08Qkd0uietG/EqcJREvIhYq9CtxFqZZjQCvhdLJB/OXrffBXF1dbWxszHuFnJ+f/3Ewnzt3zt3dvaqqisPhDA8P29nZXb9+vaurKyUlRVdX98CBA01NTSgUatWqVW5ubnZ2dhAEkcnk98FcXFyMw+Gqq6t5e+7cuYPFYuPi4jIzM58/f25packD87Fjx4KDg6urq4lEYmRkpJ6eXlVV1eSVyjTS5wLz5jK7yB06SqDIiuvmexpcUo4sRRrOX3nDnHHemHLSEH5Nu+a+FcZUKvYP3YgdOlgzqT0cFxeK1o8zvzMLVWGeN5ZDCZKPG+xpdE3/00RjiTj1tKEbHWUWqrKzykljiXjIJiLjvLECVih+35L8bs+0YwaaSyXWPrCeFDDnPLWlnzOSQwkmHFiyp9E164Y51kwq8aDelnJ7uF9aS18icqd2VK6OloGE32q832qcrpvcnkYXsxCV7374xiFRc0OxTWK+XvYdy/WP4K5sPMFmsruyH9vkPLUl2Uubhark1TvveOloFqZiF6+xudwu8YDeyiLz9Y9ttjy3t4lRJ9pLR+3UCd+qraotmpSvZxmpZpegkVfnjDOXmjn7+5CNRB6YNZdKMC8YOyRpmIZOSle2Tc5TW6KdtGWk2u565x2vHE0ClZ3StDaV2iXsX7LypsX6xzZbyu2totV0HGVi9iwO3khUWyRGPm5gEaHqlKa5/YUDxkzyl7k/hm/T5oEZaTiffdnUPgFhF4dgXzJFGv7nurK1RtQ8fgMv/ux4E7CqBFyeAU6vZrhDAtSSOX4bAFIkoKaXpYJ4pSxgNhvXqU6CkPgBjXkOAguzJVROycpslJxnOwfdoDbXajbqlYrKWVkB09lgj4YkWUwmR1LjkdIv4Mx51nPwPRpiYUJyuxYoHZGeZzNH9ayc8kmZeVZzFPMXouvUNB4ojg23HtQQchdQ+J0P5i9P74N5YGDAysrqwIED8Kavr+/x48f7+voePXrEm3e0du1a+Ed4IQg6ffo0/Du8vD+5uLjADWUWi7V169Zt27aFhoaeOnXqzJkzRkZGZWVlNBptx44d7zipqamxtrZua2vj7bl27dqyZcvgz8PDw46OjryjAgMD8/PzX7x44eHhAUEQg8GIjY2FIOjp06dw5/lXo885+OuJrQtZC20saRaiooARkkUKko/pmwYr63spbC6z21his+a+FdFOOn7/kujcRSR76W0vHNbcs5qvONvYX2lXtdOyLBzScL55mCrSaL7favyOSidXGsokWHkPx2VZFpZkJ731uX3oFpL6YjHTYGWcxQLraPUJH9B/b/AX3MzVMpAwD1PV1BMXl/81OIew7qH15nI7owAlrwzM7gaXPRwXnyysrru832q8ga/ijkrHFYVmAqI/u5C1qKcMlfDCjHPGG5/Ybim3D9pAWOwq+zkGf7EummDNpfSXKS52kRWSmmURrko+YaCAFU44sGRzmd3a+1ZEe+mY3xfn1TnvbnAxC1OxiUM4JGs6pWrubnBJPLhk5uwfwreSxsB8zQxrLsW6aOxCQVotV99WMTmDv9iXTZFG8/V9FJZ4yAuI/mwepko/aySLnJdSsBTuVMBbLojftySvzjm31tkkSNkxRdMuHuFCRebWOsX+sXjmnB8idmhvfe6w8Ykt+7Ip3moB+4qpc5qWU4oWvJl+6b8FZnS/+uJarX16Tle+d7oKWFQATtwfghuEonf9pJ8GoAJFEToVGhqvlOfZzkHXqxJGNRH3FAWdBHDdCCKExPUi5tnNUTktK+wzT+OBIjiiKegsoHJOduFKCZmNkoQRLQGz2RLxItoQSjxaWGHfwvlJIvK/LyRBSBKEkt0iKZEksiBLQthjLryiJzioIRowT/GgNB/MX5wmHPz16NEjFxeXhISEoKAgCQmJPXv23L59W1dXl8e833//fdGiRQkJCevXr7948aKurm5CQkJCQkJpaWlvby+FQnF2dk5ISHBwcLh27VpkZCRvRlZaWtrGjRtzcnLMzMwSEhJyc3N5F62qqnJxcRk/0OzmzZtBQUG8bwNlZWXW1tYJCQn+/v4UCgWCoCdPnvj6+g4PD3M4HAsLCw6H4+TktHfv3s9WWlOgzzld6rHNpqe2lJMGiQf1GOeN4/bqmgQpM84br7xpwXsZvKLQbPVdq9V3LFcUmq17ZL2h2CbrhnnWdXN4qhX9nFHiQT3qaUN4VuvKmxZZN8zXP7ZZe9+Kfdl03QPrrRX26X+aJB7USy3QX3vfasIZPn97utTmcnvmBePEg3qUkwbk4wamwcqpR/VzntquKDRbfdcSRuya+1YZV81W3bLIumG+7pH1hhKbzGtmK29arLlnxb5iCg9GW//IOvu25Yrr5p9O5U8EMzxdKvuOZVK+XvLhpemXTJ3TtHwysVk3zFffs1r/yHrtA+vMa2Zr71utezRmA7YHt1Y3PLZhXzaFm/Xw2TILzdbet1p102JlkcVH5iD91elSq25ZJOXrpRzRZ100cUzWDFgLrrhuzpvmlPG6oDY8thlzWGSx6qYFPP3sLYf3rTILzdY+sIKzMLY50Yi/rxjMuG6E1rCq92ntKxr+Z39yOA+YFM90/32OORXAJP6EMjmsiRlFYDvU0bWquE4ErhuBbVFH17+e0dSDQNepYhrV0PVqWK46vlcD3aCG5qhhGtUwTWr4Hg1Moxq2VR3XjUA3qGFa1NG1qvCaoLhuBLZdHVWjim5QQ9eqjp2tG4GuV8W0qPOnS31x+tB0KS6XW1xcXFpaWl9fz2Awrly50tLSwhtdNTAw8PLly+Li4oqKioGBgZqamuLi4uLi4s7OTjhBeXl5cXFxbW0tfCregf39/e3t7X19fRUVFfBLaN4Vh4eHx6eEIGhwcJA3/wpWZ2dncXHx06dPeQna29vhV8ttbW0DAwNcLre3t3eyCmc66J+CubLnZk6F0Y5XdhPGzkr7vDrH3fWOeXWOuxsc93CccmsccmscxhJU2uXWOOysst9ZZc/bmVc7lmBnpV1encPuese8OoedlXY7Xtntqh5LtqvKPrf2Tfrd9Y676x13VdtP6GFvi7NJkBLtjMGeBscP+fyA+TEDcPzW6ARfIrfGgXetXVX28OYb/3UOu6rtd1ba59U67Kx8K9lfuvruegd9H/lVt8zyaifOFy9ya8ZM5tU5/sZxyqtzyK112FllP76Ex2xUj7mF/cN3Z9frv+6stMutddhZac9L8KHY3+7qQtEM30b8o8XpU/LCcwgXY16tw/jCeeP2Ux3awQl4mx+/el6dw7or5rJRogRIgwghvrggQRrISiWJOCEdSBPeQ4AQKEg1+opBoVnwBRHnnT8soX+LpUvgXPajcZAGAUIQIQ3Sm8yO/4wgQRqv92jwNonvbr6bbNx5Jjjbx/1rQ5ricUKa1UogpIGHENM8iJCm8InZOzfvmoyn6/QVnU6vqKiYahd8fVD/FMyF98/p+8sbB6pM2zAPV5fREiTZy5qGqE25mU8P0xDVherzdN0VTIJVp9zMO2ERoa5CFEUZSZmHfwFFahKsqueiIID+RSJNfH6i2JcXKeKigcK/4GZJkl/7TxATTxYTIYuQ7BSPqvocFbGNnaEJEhaKsETnJ0212/dCMk38F9ws8RBhqVRxqSSxaR4LKOK/2P9samRK+aqlo6MTEBAw1S4+r+Ch4F+o/imYz95pFne4Kuc+fUNh2b25am5S5rnyXkVTbubTQ96raI6yvbTtEXmP61Nu5p1QXPZQCBMhpstW8Lk75Wb+f0l63lhgc2CekhPC/a6ay/UvLtTdbiuY7xdUdkF43B+/X9W1UM7nmn7k/TjbAwZ+lxUDb0y51QlDyfWeLNL11qmLpTdKS4umezy9Ubopa3NERMSNr1peXl65ublT7eLzitf1/SXqn4L5ctmQemoHgdlJYHWBrC4Cq4vA7CIwOwnMLhDew+wkMDuJrG44Xv/1vWB1vZ2ga9wh76VhdY3f+dbme6G9EpqvE60ZfpOUMUBgdiFX9GusHEZlDRFY3QRmJzqjD7FqGPl685Pddv9Dtx87ObOTwOwkZQyKE4IxCc+I6X0fSfbBYvxgmbxrdaLMTpSdcaGzCpI2y1R236+dBf0Fb+9cDnY47vZ9xAnhA04+6YrsflTcE3FiKClz+K8c+E4hdL0pjYkK+a/U8HcqbRfh7Wrzzr0jsgeQ0Q8lSOHaK0bfPy2awUUy27HMjo8V8rhL/I3b/fZRnYTxx76dkYly14lNH1E3iuzvaJyUB9a/oLNnz37RP0z0KaJQKF80t756/VMwX3rar5bQgKG1aDLbtBgtSEYbjt6KobVosLhIRguS0YZhcAmMDjylCZtciSc3EJideErj28EB6W0gvQ2bUoVLrSEwOkBqM57ahKc2YZOr8JRGAqMdT+aA9DYCox2bUoVNqQJpLSC1eexwajNIbXnvnG+CyO6TIIUjgi+DzA4Uo80l4F6k/WknzwtYaiOC3WUZVRpve9LT/SJIbcbRWvAUDuxwzC2jYyK3XJDWOuaW2Yl/47YST2mC3RIY7SCdi02uwqZUg/Q2PLUgNviAAAAgAElEQVQJPhykNsPOQVoLntL0EdsERrsY3h+1/DFIa4X34CiNSEabFpOLobfBe1D0Vk1WO5reOmaM1grSudiUamxKNYHRAdJa8BTOW6elNhGYnbi0OmxyJUhrITDa8ZRGkNqCS63FpdYQGO1wRnhpcOQG8PW1xgcpY3ChMVPReTcxvZe3E0Vv1WJyUQwuntoEUjgYWrMmi4tict85FqS14FJrsak1IJ2Lpza9vn0c+OrY5EpcWv1YJaE2E5iduNQabEoVnLV3s/NpAdLbtKLuiYGB4+seltqsxeQime1YWguewsFRGrWYbVoseHPsTuEpHGxyFUhthm8B79/X9bCawGgHaa14CofA7BirM6/rz8R1JrkSR64HaW28ajBWgWlvKjBIa8Hz/jTmn6sZflOcEExkdX/AfyOO2jTOPwekteDS6l7XvWY8tQmuDARGO0hrwSZX4tLqCMyON7c7tRabXAlnDU9+t5Dh/wVw9QZprSC15U19ftvtWF19O0doWpeqfmgbp3JSHlj/go4dO5adnT3VLj6vPjT4i69pokkAs2Jys3ZyzVq9P46qZGRi2NrRxTh6C9PixFlF9kZUhlHUU9WIImGkqzghUEjDXt3vNPwUG//cxCS9nL84RhTnK6TlJGeznsjs0gy/OU/FXBTnK4L21Ay7QWB141Jr5i9aLorxFsUuk9JPw5EbQFoLgdWl4LBjoTGTwOjgPSw+BGZkZl+4/am2n8JGAN+731rZ66+JtDvRMDsOApaVfWPtQaAj6S0EVpd64AURtKc4MVBI01E98ALIeAstIK0Vm/RKQidSFOcrgnSTtVpDZHVrht2Yq2goBgaIYLw0w4qI7G50fJk4IVgM5yeC9pQ2ZcMYJqb3yttvk7XIxiZXSZDCUDHFBPq73PoQmHHUJiSjzXh5uUXow0XxzzHMdnV2x9KEV3ZB93TjX2KYY99mpJamiKA9RdCeCw1peErT219ZmgjMLgWH7cJazmJggCjOF5P0gsBol9CJFNJ0EtJwlLPJAelcAqND2eOgoJqlGBgogvbUCr8JvmfyfTAjmVzdxEqr0IdLo59g6a0a6Z2EtAa7kAeGUU8wzLFbA6MIvpww0lXGbAWR3aPolCdtkk5M70FGPxBBe4oTAoVRbsru+wmsbgKdK2u5WgTpJorzldCJwia/4n1H+YdgxtBbsNQmy4gS07CHhJQaFKtDg8U1jyq1Cr5HTGvAMrjE9F5Fl9/mKhqK4fxEMV7YpJeo2CdihCBsShWe0rhAP1UU6yOCcl9ozMSTGwmsbo3gK8KajuKEQCFNZ3X/s+MJiqc0ggwuJuH5/EXLxcBAMbyfVsQtRadcGYtsArOLyOpVdtsrpZ9GoHNBWjOB0b7QiKbolEtgdX0EzGh6K47aaBlRYhL2kJBai2J1aDC5FpGlViH3CWQOuGJYUjdOUN1WBO0ptTSVwOxU8TokqZdIZPehlj8WBwPFCYGC6rZKrr+DdC6B1aXotEtQ3VYMDBTF+6PjSsG3v4wSmJ0awVfEsL5ihCBJ3Xh0XKmUXgoi4DyB2UlM711gSFV0ziMwO0BaKyaxQgwMxCa9VHTOW2jEJDC74Pv+FYB5pH+wr7S2s6IOXmJqFIIGS+u6y2qnxN6kiA/maa5/CuY/SwfkU5pXEnMgwAsCgl8BphHSXlsRLAgIhICQBsA8UNTyV4Wliu77iOndar4n58hoI6Mf8oAEUptBOlcM5ye5OJZA52ISKwQU9JXd92oEX5mnYkZgdMharRNBexKYXeJgkDgpHKS14NLqVTwPYRKeg7QWYnqftDFLFPTnPQU+BGbV0EKd1IaToqEQ4AP9FF8O2K4GwMffOkJAFPQr+TFg7v+tCibwEjL51RzZRSpeh4nsHlWfo3NkdVExJePw2URgdohivCX1kgkMLjbp5RzZxcoeB9X9zsxVNiGyemXMV4qiPInpXUIaDlJLUwiMDmxKlbL7PlxqLZ7SRMoYXGjEkFy0HJv0cq6iITLyHtxm/RQwazLbEq2OvZwbV/Oj/7b5gcSQouXOF5+KpbV+63tA3E/X7xIua1hSN14M7w8fLqhqKWOWNZ4QBGanskf+HNlF6LhSAqtroTFDGOkG0lqENJ1UvA7hUqpmyyxCRt1X9Tk2R26JVsQdkNGuEXJNI/jq+zh8B8xaLK5jwO2HEmTOTyFnBTxMHQ/ahzwolF/R9n3QjTmejha7kKzXTfO0ekGEvXrgn/i0+tnSREzSK1nLNRLEUDylca6SsYLDdmJ6j0bItV+lcMjoh4pOu+YqGmKTKwmMdphqRGbXx7sZPgXMWFozjtywE7+lflZU2c/eSZqpYOzTjXp7a2fH1H7vzVaKxSaUE1aOShuzJEjhi1ZDwkgXeZscdHyZgLweLqVmwdJUEbQHSGvFpdUJaTrJWqzCplQJyOupeOYT07tUvI/9upCAji8DaW28Go6ntYhifGTMsgisbs3wIs3wmwtNWPMXLSeyeknsQTnr9cIod7iHg8DsFMX6yJhmju+KeAfMWFozPq1uN2ZT/azIpzO94lEUQmzplsW/1f0aU/O9N0M1AU9tEkS5KbntBencOdLayKh7is65wkgXAqNdUN1axjyLyO7RirwzR3axRvAVNd9TAvJLUcsfEdN7FhhQhDQdQDqX15oH6W2o2CdzlYzV/U4TGO3qARe0Iu4IaTqpeB4isHpIGYMiGC8ZsywCqwukt6Hjy+bILcYkPJMxyxLF+RNZvV8HmPurmjqNV3cLRBSLehZl5nU+rx3w3NEnEPFyrve12A2Do1/kQs3JSUkPSh5DEDTcPwCvCgJrpH9waOAL/hnjr0b/FMznnw2jw8tPz/HqAbxGZ8aVznDKBcAXgA30Q+KIMOPqDKtlgKgC0gvL6gLpXCKrWwTloeCwg8ju4z10ULEl85RNUTGPCcxOUuagrNU6cWIoIuiSsKYjKb1Xzm6zOCFEM+L2XCVjXFodyGgHaS2kzCGQ1oonc4jpvTJmK8RJof8XzCrhN/TjXhya4/QScOz8LuDZDOeTgGE94AbNpnGE43cDiz2BBUSfUwpeh0Qxy4isbpDWSmT1CGu5KDrnEphdb55TMcUCCksxCc8IjHZS5pCs1Zr5i2PV/c4IadiR2P1y1uvEiWGIoMuCqhZw/zxIb9POHIa9kTIGpE0zpJYkYpNeCapaIqPufyKYUUyuSdjDRz/7QEAI9F34dUCfMse0/ntfCIiCvo+5DIBWMnZaSRVzVcw0Qq4SmN0kdr+y+z4RlPvYSwG4HNJ75+tEyZitIGUOgfR2dHy5gKIBMuaxKMZHzfckjtwgoGCAjLwnhvdXcNiuvWIEbuITWd3v922OBzOG3oxLq9snmwwBntD3sS8BK9ZPuld/9YGAYOjHxJeARfBPKGToNTyzE6S24MkcIU1HCe2I+bpxwppOpIw+Wcs1krrxar6nBdUsicxOkNpCYg9IEMPkbDZIkMIVnXaRMgYIzE6t8FtzFQ0xSS//RqP5HTBrsjqCbY+0A07QNzEDM3z3AdqrBB0gwB/6Ln7km6AdgKr2ojQwG5K1XDNHfoms5Zo5cks0wm6gYkvmqZijYoqFNBwQQZeI6T3E9F5l932iGG8llz3CaA9ieg9IayUwO0VQ7oouv/HISmB0aITemKdqjk2pAulckM7VzhySNk2XXJJAZPWQ2APytptEcb48MIsTgmQtsonpPR8CsxarPdzyYBfgCH0b2w8s+x3QWSPoCPsfnhG4BVBdZLpWEPQTxfpI6afNU7XEU1sUnXLF8AFa4TcF1W1wqbUgnUvKGJDUjZcxz5LSS5I2ZZMyBgmMDnR82TxlU2T0fZDe/rrO9MnbbhLD+xPTe/HUJgKrC6S1CiNdVL0LCKxuUsaAGBgga7nmNZjL5yoZYRKey1quESeGElk9XweYKyO2cQEn6Ju4WsB5w3c6l2V9RgF/6NuEesAlDlC+ePTkFFr920qhkG8XFg0nF3SgqcWL4p+dLBzu7hvMOtODpFbg45/vvTDVBv/r+qdgvlA+gox4tl3S5xFgWQ+4VwGuVwBzDuADzaWXCQRvArRdACEVQjiW0QHSWojMbjGcn5z1elLGIPytnMBo14q4PU/VAh1fBtK5xIx+Rec8UayPRvDVX+ajRLE+AooGmMTnar6n56mYkzIGlT0OiGJ9hLVcMAnPQHrbp4NZPeQaSGvNRiYVfWP8GLCtBdweA3ad34cOCVJO/2TFAhCus7Ck+HJZh+3ihBACowOkNhHT+0Rxy+RsNhDSe/Bjbjs0w24IKBriUmtBWjOJ3a/gsF1COxIRdGmWmLoo1meeihkmsULJ5TdhpIt21oiCww4RtKcIxgtP4YDU5r8NZk12t7vziduACfdb364fg28B1seAJb2ALzSPVTM3ajOAs56lpRV8VUDVQiviDkjnElk9qsuOC2u5wFjigVkcDJC33kBg9cAvGucqGWtF3hFGugqq2wgo6MtZbyAwu4Q07NX8z2BTqiW0IwXVbZTc/nj/pel4MKMZbXoxpUdnOzcALn0/hpXNcD4MLKkGHKFfyF2i5COAgQ8giXPcg2P3vwazk+SSBCXX34U1nTTCCuVtN0stSVB22yes5Uxi9+HJHBK7X2pJoozZCjF8oLL7fiKrB6S3oZY/FlAwQMU+ITA7/mqj+R0wa7C7KPgV5YBp9w/Bzd/5ngNMLgOG0DeRkCj7wUwvGqC4RM6GsAqStVwzV8lY2X2/hHaEjPlKrah7gmqWyKh7Qgh7zbAb8FgntWUnhJGusparxQjBRFYXSGsm0NvF8P7y9ttIGQNjNZzZqR54UQhhi0utBWkteGoTMb1H2pT9t8Gsmd7JwKQ/A8y6fwhp+s73LGB8FTCCvomCRNn3f/agAAr6Gv6CeF8xQrCS2x+iGG9Vn2OKLr+Jg0GIwItCmo64tDqQ1kJk9y80YkjpJcPfgYjpPSC9DZNYIahqqRV+k/e/icTul7FYOV8nksDsxFOb8LQWPKVRGOn63wHzyOhoIS6yDLDp/TGs+huPw8DSe4Al9EPioBjz4nfW3oDE1tSMqXX795TCpB63jB8CfCEgohKw2SRudscweRjwh4DIOsCONhNf/ODhVHv8T2syurKTWqh6a67/ZHIDsKwCXJ4Djr0/RbULJuz9wZAOaNnOkBJRNsNRm3VWQnhKowjSBRF4gcBox5Eb4IcmOuHZbGlt9cCLOqsg7RUj83WipM0yNUKuCiHs0AkVgghbRec8XEr1HNlFiKA/tbMgdHyZgOwizfCbBEbHp4MZEXwZmdkf4nKsUNTh/LdmDwHbmhmufb/G3p+7bOV3hARAxhG1HFwxpOS2V0Ben8Ds1FkJ4dLqhJGuiKBLIJ37xm182WwZbY2Qq9orIe0sSIIYKmOxSj3ggqC6DSbxhaCalbL7flRM8WwZbWT0Q50sSDP81q8LCNjkSpDa8vdbzKx2k+Bb+cJOdwGLSsD5JeB8H7Ad/jGmVyi14AczCqBsIWWBS64UUDZRdvtDZyWkswqSMV8hpZf8upw5MJglF8VIEEN0VkE6KyH1gPPzVC1xqTUiaE8Vr8Py9puFtZyJ7H5xYsj8Rcu1V4yQMgYldKKl9FPHQ2KiFnMrIaV6rUrULcD0GeBQC7jdBWzavg2EBOmFs1yyAKTbDwgw4E8cqwuktuDS6oRR7prht5Zug8Tw/rKWaxSdciV14xBBf86W1cGm1uhkQXCPq9qyE2JgwAJD6qLVkM5KSNW7QBS7DE9pwpM5f3UI2DtgRrI6fG3+uPiz2UPAug5wewI4lAJO0C9pdfOids3QjQZk9AjxhGxIxixTckmy/nZIPfCioLqNZliRoKolOr5srpKJkusfi1ZD2ishaZN0Sb1EVe+CuYqGIL1NZyWEJzcIaThqhFwFGVz8WJ3homKfzJFbohVxW2clBI8XkzZNX2BAWZQNLVoFydtuFsUt+yst5o4Ay92XfjJ7BNjUAW4lgH054Az9Sq6ZF7FzxuJoQFZ/aYYQGKDqfVR/B7TAkC65JFHJda8YGICMfgh3s+usgojpvSIoD2W3fQv0yRKkMO0sSCcbQgRfFtZyxqZU4anNcDcJgdWt7HFwrpIxSOdqZw7jaa24lGphlBsi4LxONqSzEhID/b9uMI9CUFFw9jnA6AlgVw+4PwBsa2Z4QQK0x7N91wJ4L0Du/O+Hptbt31NCQkLODJ1mwGvo55jKb9x/A3RuA2bQd/Ejouk3vrXzAebnstdOtcf/tCZh8Jd8SpttyN2zSsEXZ5lfAcxfAa6tApGn5jgwZqDiAFUrk02iegkiaHcl191CGg4/CcqD9CYZ85UiaG+49UNkdslZb5inYqbovFtySaII2hOXVqfmd3qesikxvU/V59hs2cV4CkfReY+A/FJ5uy0y5isFVS3Q8WUEOpeY3idtzBTF+RKY3f8XzDhWFzG1fpPBhhsSjse+NboL2N0R8Fw7azEZUAiWctZOeIFjtuOpTWLYZWL4ACXX3UIa9rPEEHhq80IjujghiMQegBtActbrBdVtFRx3Si1NEUG549LqVL2PzlUyImUOqngcnCO7CKRzZSyyBRQMFJ3yFhhSBdVtceQGkNpMyhxcYEifrxOFTXo5V14fGXn3E8GMozZhKY0biczCWWZXAYsXgHPtDI8hgeSiOe5Z3+BjgQXmS7PwWSNKbvvmqZjL2W6Sscj+buY8BcedmMQKAfmlWhG3CYx2kN6Gjns6V8l4gQFVwXHHPBVzVe+jRFa3EMJOxesIKXNwjpyustteTOJzIYS9hE6kktvv81QtFJ128XryJwQzjtqkyWyPsfmjcK7Vn9+YlwEOVYBL/6zYl/NCc77TSQZkXeTccNQmHK0ZbjHPU7WQ0I5UsN8mpG6HXP5A1nKNOBhEYHVJ6saLYLyUXHbD3wwIzC7N8CIB+aUyFqvk7Tb/LKw4f9FyAqNdQEFf1buAyHr3u8KngxlNbzVYXnpUIfDSD2Z3AOtKwKX5O/9ewaSCmZYMQCtshorusnOEbEjaLHO2jLai8x5RrLeczQZk9P05srq41BoVr8MCCvry9tukTdKFNR1RsU9AWos4IUQUu0zJdbcgwnamiAqByZU2SRfF+RGYnXhKE5HVLWORPU/FTNFl9wL9VDXfU9JmKwQUDBQctqv7nZG1yBZ58465SxTjJWOa8ZF3zGhGm3FUyXFZv0s/mt0FrF8BLi3fBfQIJh2eaU4HNEO/UVsa/mAuylUE463guFNIwwEReFHBcZeQhoN25uBCQ6oQwl7Jdbc4MUSCFA6/mhFUt5HST1N0yp0lpi6MdNHOGhbSsJez2QiTFaQ2i+H8RHG+is55C5amaobdEFS3lSCFyTtsRy5/KIr1kTFbQWB1g/Q2dFzZbBltTPwzGbMVoljfr+Ydc+OF+2cFHc/NMCsG7CoB566fwpuEYnJ/1I8FlBIXLG1vbv3IqaatkpKTs2XMb31r+xJwqgfcbwJWVYAHNIdWIRCSAxA9AdlTu/ZPtcf/tCYBzKoJHCS9NdLz7A3VwFO/mJ6bYX7sV2vmjzgKIO9JZGLZvXh6m7ztJhmLbAX77dIm6fMXLVf1Pqrmd/r1nIomArNT1eeYrEW2rOUaTGIFkdWNjitT9zuDpzbh0upVvI5gk16SMgbUAy7AaRDBl+EeWpDWqhVxGxF8efz0jA+BmcBoR9FbFyfX5BlvKJR1PzrTdM2P2hRAOU7cTj/yMSq9G56UhSc3yNtvkbXIVnDYvtCYMX/RchXPfPWA82ODk6nNBGanqvdRWYtsOev1mKSXBGYXOu6pmt9pkNqMS6tT8TqCTXpFZPepLjshY5Eta7VWK/zW2EwbeptmxC2N0EJcWr2a7ylsciX49sSYD4EZT2lEMriOwbcvqIWfn21xHjB5+b3HPUGf1T8tSgUU/GS9SEmVWHorkdWtHnBe1jJb1mqtolOuKNZHwXGHqs9xTOILeEoSkdWNii2RtVwta5Gt7ncGfvqrB5xHxT4lMDsRQZc0Qq4R2b3Y5EpZq7UyFtkKDtvhLH8EzHhKI4beuiTh5R9ExjUhm5MzjJ8Ajs/nBuz81YgMqEbOXrw06AZ2bBx+E57SpOZ7UtZ6nYxFtkZoIZHdM3b7GFyQ1qLonCdrka3guAtPbQJprURWt1bkHTg7Co47JLQjZC1Xq3gcRMWUTDiJ6xPBjKM0oehtcY5HiqQ9T/5keh2wqJ7pd36eU/p32CRA0WlxJo7BBRntyOj7crY5MhbZSq6/gwwuNqVSddkJXGotMb33dT1cjYophocj4MkNcGIFh23SphnzdaJVfY6r+Z95/Ua8icDsUvE8LGuRreiUi6dwkNEP5GxzZC2yld33aUXcRgRdgucggbQWRNAlrcg741+lvwNmHLUJRW9LtD9YtNAd9l8z0+/sPEfWt5gkQNFBLxvP7lULOC9nvV7GIls94AIxvQcZ/VA94DxIbyMwOpRc/4Cr7tgURGYnr0ooOuXOX7Rc2iRdxfuIVsStsf9i9DY8pVHBfpusZbaqzzGQ3gbfQVmLbI2QqxohV7Ui78KTpnCptWrLTuBSa7Ui7yKCLvOy8KWDeXRo+Hn8zrMC9se+MbkP2FTODjggYJkMaMT+oPXw4Lkp9PlPRE6nH47K+HOOw6UZ5s8Bp5eAc+ePoV1Cift/Mk4CVCOFiI1VdVPt8T+tyQEzltqMZLTF+Fy4gE28IGSV9S2aOkPLT5tNoDZh6a0gtYnE7idlDJAyBojpPej4cpDaQmR1j++TJLK64QTwqC6Q1kqARxRTm4nwK14yh8DsgtMQmJ1jx5I5BEb7m83/B2Y8pRFFbyOmNWS6FNxS9l//AzZaJWJJXAWaxTsDB6S2EN9yWzZmhvyeW3Y/z+1YdnhuKRxejgiMjrfcMjrgVhSc7BPBjKM2aTG4IX5XCrUizs61PPKDyeqfdSiAcqyEnW5sOZrVOdb3+LqISBmD2JRqTNJLIrsf5F2IzIEH/pAyBgisLngngdkF54LA7CIw2vHkBpDWOnYSdv+E/RATTJditFksLz2uQ78sbnf0B5NtPy+lAOqpPxOsPM6gMvreuh28YmF24MkckMElMDvxZLjo+kgZA0R231jJkDkERjsvO3hqEzq+nJjeC9La3h+P9ulgxlMasbRmLLV5hf3em4reJ2aZ7f/ROP1HHAVQCkQl4ultOHorntzAK6ixPFKbiSy4V+ZNPQTpXLhrHaQ2v6nhrG50XOmbKvEm4z2vz9b05uSsbgJcAq+rH4HZCTK44zP4/nQpLK0ZR2laafv7TQWv4zPN9v9ozPoBRwGUAzBpOEY7ltZCfPM/pes1gLvwZA48oG/M/FiteFMlSBmDIK0VHVdKZHWPm9DMAanNRHbf6zoz7g4y2gnMzjfzy6lNY41s+vgcffFghiBouLXreejmM8JOR34w2fOzYRKgmfiNxu11+6bK4T9XKpVy6+LVZ+7Zp2ZanQFMSwGHptmhp+c6UGegwgGli6vyptrgf12TA2aYHAhmu1tUyXFt5nphSzeLPVhWJ4be+h57mv7v2hqTG++AGU9pRNFbMLS2kGWXIsxyiWkNaOb7q4hMmVteTLDACLUJyeB6ht07vTj9gog5C1CPUQ7RjX2O+YD/t5ZhmdSYcIERTSbXNK4i13zbbWnX1d9opQhZWC67gk7/OxOcJo63l6349JhwgRE0vQVHaYr3Pl+EjNn/62Lqt6iAxavw1GYs/e9MlX47mkBa6yTWmQkXGEHTW0FKU5LnmVta0Xt/0aF+h/bXW4ujteL+of+/W8gfia8AzBAEjXb2Na45cV3OLxNAswV0n+adnhJvk6Xk5OSHT4tHKhofGKYVzLI4/o3JkVnm1O+w0YD8qciVU+2Or8kDM57SiKM0ajG4egmvrMIeopkdWNpnocJfjffBjKc0YqlNWvQ2NPPNSk/TLd4HM1zCCGa7VcLLtfrrIhavJqU1oFkf+VbxuWJCMOMpjZoMrg6Zw3I4SMVS9CNLUOzuKflO805MCGY8pRFDbdZkcP3D7q8Hqa62B7DMDuxf6SH/F/1PAGY8pRFDa9ZktAeG3lmHp7jYH8KyOifjW8Xkx9cBZlgdh25ecaJxikr+ZUuTruTk5PsP7kMQNFBeVxGYc07YiQ1gUgCty8k5owND//dwvj63JhPMr/8ftry/EOMUxoRgnv4xIZjhQNLbsJQmPL0NO0GHxL8RHwIzntKIprUgaS0EajOaMV3qwIfAjKc04iiNmgwuSG7EMri4DwwenPL4EJjxlEYcpUmT0QaSG7GM9mnr/2sC81ejt1b+6uxvoO3P1/B+kvtFzsn+KjX5YJ5u8fWBGU9pxFKbP+1BDL+77cVTGgnMjrFBwum974/n+kvxETDjKY04ahP283Sh/734CJjHCpP2iYU5Vf4/CGae/+nQM/Gh4IN5GmqCJTm5vVPkha8JxAfzNI2Pg/kTA6S1YBIr5Kw34NLqVZedUPE6jEutkbPZiEl68U9eJX4czNMt/i+Yp3n8XzBP8/hqwNzS0pKenk4mkxkMRmNjIwRBO3fuTEtLS0lJefLkCZzmzp07qampZDL58OHDEAQNDg4ymcxjx46NPzmbzR4ZGYFPmJqaWltbC0HQ+fPnyWRySkpKamoqi8Vqbm7u7+9ftWoVmUzOysrq6emBIOjChQvXr1/nnaq0tDQ5OZlMJu/f/2Zq0+HDh8lkclpa2rlz50ZGRo4cOVJSMkHH+/tgfl75EnbOZDLb29uvX78Ob8InLywsvHbtGgRBmzZtIpPJZDL57NmzEAQNDw+vXbs2LS2NTCZfvXp1YGAgISHh6tWrvNPu2bNn/fr1EAQdPHjw2bNnEARxOBy4GNetWzc6OgpBUEFBQVlZGe+Qy5cvp6WlpaWlXblyBd4zMjKyfft2OF8PHjyAIGjv3r2VlWM1ikwm37lz56O39MsTH8zTNCYHzHSuVvSD2QuJuNRaqaWp83WisIkvZstoo5Y/+kszjt4JPpj/XTrfm9EAACAASURBVP98MP+r+hCY79+/r6+vX1JSQqfTly9fDkGQkZHR7t27CwoKzMzMent7i4qKjIyMzp8/f/v2bVdX1507dw4MDMjJyamqqsJk7ezsxGAw8vLyfX19EAQdPnxYWVl5y5YtEATV1NTcvn3bwMCAQqHcu3ePw+F4enquWbPm9u3bWVlZ7u7uw8PDKSkpmZmZsJm7d+9aW1sXFBTcvn3bzc0tKysLgqCMjIxly5bdvn37+vXrO3bs6Orq8vDw2Lt37/t5eR/Me/futba2LikpKSkpgfkaHBx869YtU1PToqKiNWvWsFis/v5+AwODI0eO3Lp1y9bWNi8vb2BgQFdX98SJEyUlJRwOp7a29scffzQ0NBwcHIQzJSUlpaOjA0GQra3tmTNnuFyumZnZ7t27b9++nZycHB0dPTo66u3tXVBQANs4cOCAg4NDYWHh9evXLSwsCgoKRkdHAwMDExMTb9++febMmdzc3KGhITMzs8uXL8M3RUtLKy4ubrLu/jQRH8zTNCYLzMjlj+YqGuFSaxcaM6X0krBJL+cqm6Biivlg/lKCD+Z/WR8C8+PHj21tbZ88eZKcnMxmsyEIcnZ2htu7Ojo6DQ0NMTExubm5cOLCwkIHB4fm5mYfHx8rK6v8/HwIgg4dOuTu7u7u7t7Z2QlBUHh4+Llz53x9fbu6uuCjQkNDjxw5AkHQqVOn3N3deZe2srK6f/9+VlbWunXr4D0xMTE8k48ePXJxcSkpKbG1teVwOOM9+/v7w233d/Q+mA8fPuzh4fHkyZOqqioIgshk8q5duyAICgwM3LFjx/bt21evXt3X1+fm5lZXVwe9/mbQ2tpqY2Nz5syZJ0+eDAwMvHr1ysbGxsbGhte8dnV1DQoKgiDIy8vrxo0b+fn54eHh8BV7enpMTU0rKiqioqJOnToFQdDw8LCjo+PFixfhBAcPHgwNDb1+/bqrqyvctoY1MjLi5OR048YNCILS0tIKCgqCg4Ph5vhXIz6Yp2nwwTxZwQfz1MZXA+anT5+CIJiSkuLn55eRkTE0NGRjYxMVFRUTE7N69erR0VFfX99Lly7BiSsrK21tbZ89e+br67tz586wsLDOzk4Yky4uLsPDww8ePPD39+/o6HBzc4O7hSEICgwMhLuOd+zYkZKSwrt0SEjI4cOHV61axQOzj48Pr4e8sbExICBg+/btMPOuXLnCZrPz8vKGhoaCg4M/EczHjh3D4/EpKSlbt26FIIjBYFhYWLBYLC8vr/r6+o0bN2ZnZ/f19bm6ur548QKCIA6HY2Nj8/LlSwMDg5CQkJSUlNra2qqqKnd395ycnOTk5Pb2dh8fn3379nl7e0MQ5OXlVVRUtHnz5tWrV/Mu6urqevXq1ZiYGBjMnZ2dDg4Oz58/h/9679690NDQ7OzstLQ0CILy8/PZbPbRo0dHR0ddXFzu3r3L5XI9PDyam5uTk5M3bNjw127z9BYfzNM0+GCerOCDeWrjqwHzgwcPfH194c9GRkalpaXu7u7btm0LDg5eu3YtBEGurq5wyxiCoDt37jg7O3M4HFdX19ra2uDgYCqVmpqaWllZaWdnNzo6mpmZqa+vHxERYWBgkJSUBB/FA3NeXp6Pjw/v0k5OTnfu3FmxYkVOTg68x9fXFyYoBEFPnz718vIqLCy0sLDo6+urqak5fPjw4sWL29raIiIiPhHMBw8e5NmAIIhCoQQGBp4/f769vR2CoOzsbBjMbm5uNTU1EASVlJRYWVlxOBw3Nzc4DQRBz549c3BwqKur8/PzS0tLW7Vq1YMHD9zc3CAI8vLyunnz5ubNm2NiYuDEAwMDNjY2z549i46OPn/+PARBQ0NDxsbGd+/ehRMcPXo0Kirq+PHjLi4uEASVlpauXr3a1NR0eHjYzc3t4cOHp0+fxmAwkZGRjo6Ozs7Ow8PDn3B7vwzxwTxNY9LAzHvHrJ86XycKm/RitowO/x3zFxR8MP/L+sg7ZkNDw9LS0j///NPR0ZHD4VhbWz958qSjo4NEIpWXl584ccLU1PTRo0dlZWVubm4FBQWdnZ2GhoZdXV179uz57rvv/vzzz4aGBmNj44qKCgsLi9LS0pGRkerq6iVLllRUVEAQ5Obmtnv3bgiCGhoajIyMDh48WF5evmbNmsjIyOHh4dTU1NjY2PLy8tra2hMnTlhZWRUVFZWXl/v5+cEvqqOjoyMjIysrKx8+fGhjY8PlcuE26/t5mfAds729fXl5eXl5eX9/f3x8PPzeGlZ6ejr8jtnY2PjChQtlZWXOzs45OTkDAwN6enpnz54tLy9vamp69uzZkiVLIAhiMBizZs0qLy+/d++ehYUFBEF2dnbnzp2rrq7W09M7efJkeXl5WloalUodHR319PTcuHFjeXl5c3Pz2rVrPT09y8vL79y54+TkdOnSpYGBAWtr6xUrVlRXV+fn57u6ug4NDVlZWRUWFnp4eJw4cWJkZIRnbDLrwZSKD+ZpGpM0KrsVnfBM2jgdl1av7HFQyfU3XEq1tCkbk/icPyr7Swk+mP9lfQjMjY2NcXFxsbGxsbGx8DDsTZs2wUDduXMnPBZp//790dHRMTEx8JCrrq6unJycrq4uDofDZDJ7enpaW1u3bNlSVla2efNm3nvTnJwcuJkIj4qCdz579iwmJiYmJoZCofT29kIQdObMmbCwsJiYmG3btkEQdPbs2cjIyJiYmD179sCHDA4Obtq0KSYmZvny5QcPHhwdHd29e/e9e/fez8v7YH78+HFoaCh8xYaGhjNnzvA62CEIOnfu3Llz50ZHRzMyMpYvXx4TE3PgwAEIgoaHh2k0Gpzl48ePc7nc9evXj46OlpaWwuPUXrx4Abfsd+zYAY8Pv3fvXkRERExMTHp6+tDQEFx6cEZOnDgBQdCuXbtiYmKioqJ4L5vb29sZDAa8Ex6Xvn379ocPH+bk5HC5XDjN3r174f7wr0N8ME/TmBQwv1m+m9JIYPDmMfd81nnM0y34YJ7a+GrA/DVpgnnMfE0n8cE8TWOSwPxZgg/mf9c/H8z/qvhg5mvKxQfzNA0+mCcr+GCe2uCDeRqKD+ZpLj6Yp2nwwTxZwQfz1AYfzNNQfDBPc/HBPE2DD+bJCj6Ypzb4YJ6G4oN5mosP5mkafDBPVvDBPLXBB/P/VWJiYmho6L85DZcP5mkuPpinafDBPFnBB/PUBh/MHxe8bpeDg8O/SUo+mKe5+GCepsEH82QFH8xTG3wwf1y5ubm//fbb0aNH4fW3/x3xwTzNxQfzNA0+mCcr+GCe2uCD+eNydXXNzs7Oy8tbvHgx/CNU/4L4YJ7m4oN5mgYfzJMVfDBPbfDB/BGVlZXp6OisWLFixYoVhoaGZ86c+XeuywfzNBcfzNM0+GCerOCDeWqDD+aPiEqlMplM+HNeXp67u/vIyMi/cF0+mKe5+GCepsEH82QFH8xTG3wwf0SPHz+Gf6wJgqCOjo6ioiI+mPmC+GCetsEH82QFH8xTG3wwT0PxwTzN9U/B/GfpkGJiJ4bWNW0DvwIS116uGnoTxxqccjOfHjjWoCgYrBn7HMvom3Iz7wSYBUmZrJB32Y/PhKbczP8NLLMfsfypKCEUlz485Wb+lv8B9ciHYqRIfCaEYfR+caHJglSNogd6WiflgfUv6NyFixs2bJhqF59XFAqltLR0ql3w9UH9UzCfu/pAXjdYeen0DVXDSMGFSBm8k4p+2JSb+fRQ0Q+bJ6WhoO2lsjR0ys28V6RRoorakhomqgYRU27mE0oyVI7kMU9KU8UgfMrN/C3/YXJEt3mS6qqL/ZS1vb64UFrkJ7ZQPcjHLTo06AuIsCArU+PFixdHf9XC4XDu7u5T7eLzCv6N6i9U/xTMA309bZxXrQ3TN1oaXkaEBV3780zLVDv5i7ZfBfh5P3l0a8qdTOCt/iWbQfktd1tLw8spN/Mp8fBOYVDAsi/F7ftx9+7NQHOwZU9Y9Y6QLy5af4v0N9A6TXUr3xRavD5omseL7ZHrfXRT0igvvmqFhIQcP358ql18XjU0NEwKI6dE/xTMX4SSk5O/xH6b6Ojo5ubmqXYxsTZs2HDy5MmpdvGpqquri4mJmWoXf19V9Y3LnQyh85mDJ9LH4mT64Gn24Gn24En22J6xzbEEI6czBk+kD59ij57OGNtzKmPoJHvwZPromczhU2zeqUZOZ4ycyniT4HXiiQ8/kT54In30dAZ0JpP3JziGTrLho94J6MLKaBvtZzvjoDPj/J9iD55mD/FsnEofPM0efL05fIo9fJINXwi+KO/kI6cyxl936CR79HTG4Mn04ZPs4fGHnxo7HP4w3tvwKTZ0JhM6k8nLzltu/1x1ONF+7fqNU33PP6/S0tKKi4un2gVfH9TnAvPg4ODQ0NDo6Ghvby+8Z3h4eGBgAIKgvr4+DodTU1PzkbVhOzo6ampqeMfCR/E+d3d319bWtrS0wJv9/f0cDqeuru5DZ0tISHj8+PH/9Tw0NNTc3FxTU9PY2DgyMjIwMDA6Ojo0NDQ4OPihQ0ZGRmpqajgcDnw4nLK3t7e+vr6mpqajo2N0dJTnnFcCn6iIiIj6+vqPp+nq6qqpqeE5hP3U1taOT9PS0lJTUwNfur+/nzfss66ujjcidHR0tL+/f3R09BO9rV279ujRox/6K68ku7u74T3Dw8OwDd7X2Lq6usbGxgmP5WVnYGBgeHh4/B7e53eWYhgZGfnI4gyVlZVRUVHv7BwZGRkaVwNHodGhwaHxCeDygSvh0NAQ7L++vh6uG+NNfmgkLS/7sOG6ujq4qvCy9v5nuNzeqXIVVbWRDvrQ6fTuAkZ3AaPnGLP7FLPzCL3jMK3nBLP3OLP7LLOrgN5xiNZ3Or3vOKvrCL0tn9pdwGjLp3Lzqf3HWd0FDG4+teMwvesIvWk/ubuA0XOU2VXA6DvGbD9Eaz1IgRN3HqF3FzC6jjDa8qldRxjcfCr30PjDaT1HmdCZzLrfU8q2xdT9njJ6JhO21F3A6DhMgy/6TkBnMiOsSE+2Lh888dr/KWbnUXrHIVrXMUbfCVb3aWbXCUZHPq37OLP/VHp3AYN7iNpxmNZ1hN5ygNx3jAWfnJtP7S5gtB6kth6k9B9ndR1hdBcweo8yWw6Q4aLgHhq7evshWvshWlcBo+UApfcos/sos/MwHc7R8Cl2dwGjfHvs851xA8dZAyfS4fO8cXtuxYE42+w16z5Ulz6i4eFh+PZ1dHTw9sDVpq6uDq4kDQ0NE1Z7WPBzY2hoCIIg+OH5/n8TOM34qvU3xB/8Nc31ucCckZGxe/fujo4OVVXVrVu3QhB048aNsLAwCIICAgJcXV0jIyODgoKePHny/rFXr1719vaOjIyMj4+vrq6GIGjfvn1EIvHly5cQBHE4HCsrq7CwMGdn51OnTkEQFBkZ6ezs7Ofnx2QyJyTfJ4J569atJiYmkZGR2dnZ9fX1/v7+XC5348aN69evnzB9XV1dXFxcZGSkj4/P7du3/8feecc1keZ//BG33t3e77bc3V7Zu+27urqrrh0FEaT3DqFDEnoRBKVLRwJiQVBULBQVCKl0bAhWlC4oNSSEBNJIQhLa8/tj1ixrQdZzBdl8Xt8Xr5lnnpn5zsNk3vM8z/d55uzZs0gwp7W1tbOzs5+fX1lZGY1GW7t27YkTJyCE5eXlv6re9lwwt7e3u7i4+Pn5paamjo+PDw4O+vn5IQW7d+9eBFR4PB6NRvv5+SUlJdFoND8/v97eXqlUmpyc7Orq6ufn5+XlRafTZTKZs7MzUsJz0exgTktL09PT8/Pzc3R0rKiogBDm5ORoaGj4+fnFx8eLRKLDhw+j0WhnZ+fW1tbH9j19+rR8ZOfOnTuvXbt27ty5hIQEJCUzM/PgwYMQwm+++WZmYbq6uqqoqDzLn8fAPA2h+FStcFtSt/KeJlzB+NTkRFmzVGc/fVVIe2zu9OQUj8+PiopCyi0oKIjH4xUWFiL+7927VyQSBQUFbdmyBWG2l5fXU59x9fX1y5Yta2pqghBOTEyYm5tjMBhzc/Pjx48jl1ZbW4vkDA0NRZofKioqkJ/G7t27ZzaW/ALMxFghJY7nFcxf4fVgmeMdNGaUGisMDxWv9qF97tzkgBmjxvef3eOsuZZTGJXiprfy04/7z+yZqkgOtlCtSHDrygn+6l8fxTlqTVfuk5LihSUxGqu/xOhukJDi3LTX3zjgPV2RTM8Nw+hs6D+z++ROi+8/+7jt6E5YjQsyVy3YbQuvpl8IRdltX+1roWqh8n1FvOsEJUFMiJ2u3IePtPcz3iKjJIwR42YBs7gsnpcWJtjsO/i1243t9oMF4cLsqDGtgOH/ujWrOTNOhMKLuARnrdxg6/4ze777798PeRrB2gPUWOdAU5Xp8mSs7obVX/6TUxglI8fDqpRMH5Nv/vXXjuNBeSE2MQ6ak9TE6bKkVLTeER+TkQtRm5b9N9ZBE17afykFi9ZZP16a2H92j7fhZi+DzU6aa6PtNTiFUQj4XwqYs7KydHV1kcfRlStXIIR5eXk7duzw8/MLDw8fGxvLz893cHBwc3Orqqp6bN/x8fGMjAw7Ozs/Pz8MBtPd3T09PW1ubu7u7u7g4JCTkwMhlMlkMTExyG3p5eXV1dX1Ak7KbzkFmBeyfiswh4SEZGRksNnstWvX7tixg8fj1dXVWVpaQghtbGyQR9Lp06dNTEwee/Xr7u42NjZGWp47OzsZDMbExERERISdnV1WVhaEsLe319LScmpqqrW1VU9PD0Lo4uKC3OhaWlrXr19/qjNzAXNCQsL+/fuRZTabraurOzIyEh8fHxsb+2TmqakpDw8PxCWRSNTW1paWlhYREQEhNDAwYLPZSLbW1ta1a9fq6elxuVwKheLg4DDnInw+mPfs2RMZGQkh7OrqkslkGAwGh8MhmywtLXNzc5ubm42NjZGmhc7Ozq6uLmtrawaDcezYMTc3N+QVPiIiYufOnVKpVF9fv7Ozc46+zQ7msLCwjIwMCGFzc/OWLVuGhoYOHDiQlJSEbGUwGFu3bhUIBBMTE319j4+iOXjwYGhoKLLs5uZWWVmZnZ0dFBSEpCQmJsbExEil0vXr12/cuBHZvbm5ec2aNTo6Os/y5zEwc2sah5QcIfAeBXa5S7eTTfeMv+0FgbcMOB8CP1w6TwyLjgwODkYyd3d3CwSCI0eOyF8OIIS+vr6ff/45glhLS8v6+vonT5qYmIhGo5EJkIVCoampKYPBEIlE27dv7+npQS4NyYnBYMhkcltbm4mJCXLnNDY2cjg/hzHPBLO4PJ4eFcgCThAE8YHzmaVqpE1m4294QBAkA5gDYCM1yIFWEKq3/lv2+UgcWu+Tv/4lzEYd1qS6aa8nRDm2Hdv5/Wf/0F77DT03FF5MpcY4r/j0Y2fNtWOkOKONy6/g3GHlvv6zoSabv+vKCT7ub/7Z3z/YY6UGq3AuWuvO7rJ6eCpky4pPW7ICYO2Ba2meqis/784JGacmwqqUs8HWKLXV49TZwCymxHHyIvs+c4LAdxp4XwQ6x77XYv3bDQJ/CPzLgSZus7q0MmmPtVqWr8nDk7vWff3J1hWfMQujKDFOjho/wopke/U1X/37ozO7rOClNG5RtLXq9ys//bj1aMBRP9MA061TpUmwPDnCVj3ZVYd1LmLz8v+qrPysOyf4SgrWVHnFeGkiVnfDXvsdsDp1gppoqfJ9ursBrEp5WWCOiopKT0+HEDY1Namrq/f19WVlZcl/khKJRFlZ+cGDBxBC5O9MnTlzxsrKCmldS09Pd3V1FQqFhoaGIyMjLBZr+/btyOssCoVCGle6u7uRSsuLSQHmBa7fCsxhYWFZWVl0Ot3Z2Tk8PDw+Pv7u3bv29vYQQgcHh4sXL0IIx8fHra2tH6sz5eTk+Pj4zExpaGiIiIig0+menp4TExN0Ot3S0nJgYKC0tNTNzQ1CiEajCwsLGQyGmZlZe3v7k87MEcz79u2LjY3l8XhisZjNZhsbG3M4nOTk5KdOLj8wMGBgYDA6OipPSU1N3bt3L4RQW1vb19c3Li6ur6/v/v377u7u4eHhSUlJly5dcnV1nUvpIXoumGtqajZs2IC4JxAIdHV15S8EJSUl4eHhOBwuNTVVnn90dNTOzg6hAlKRhRB2dHTY2dkxGAwLC4snnxfP0uxgjoqKkjcz+Pr61tTUnDlzRk1NLTY2tqioSCKRoNFoFAp169atJ/fNycnZunVrbGxsbGzs2rVr6+vrT5w4sXv3bmRrSkpKfHy8UChEoVBeXl7IsJbo6OioqCgHB4dnNSk/BuZWv8w2oD/+tj/nTQwJaBCAKgRe8K+JPX/AxICVjj9st7CxHhkZmZiY4PF4yC7Z2dnbtm2LjY29cOEChHDXrl3x8fEWFhYMBsPV1fXGjRuPnZHJZHp7e/P5fBcXl5GRkfHxcXNz86amptu3b2tqag4NDWGx2OrqaiSzt7d3eXl5amqq/N3lMc0Es6Qy4Z62831gMf5OwMibaALYQQaaEPjCvyZ2veu2B6wI37SFVhBmovwd+3xkkotOFEpDf8OyhkM+gaZbSXud7h3xc9Zc66a9Pi/EBun9DbPZ7qG/UUyMM1NeUZvqASv30c6GWmxd2ZUTnOFtHGa93Xbbqqs4951mKoXhqMIwVIDJVli5T0KKmypLslFbVRxhP12WBKtS8nfbOO1YOzuYpZWJfXsDbwJj0VIP6bt+14HRKaDCBU7wz3sFH+w5DbbavPsV42zoXscd2f5m97MDMTobAs1U9trtqEpCu2mvh2XJGJ0NO81UsHobpir3lUQ6eBtu9tDb2HDYL9vfLMhCFQFztP2OFDddel6o444fI1HqO81U6tI8UdtX03NDzbas7DweNFWaBKtSCsPsHNTXjFMTx0hxLwXMcXFx8jd7Hx+fwsLCvLw8dXX12NjYkpKS6enp0NBQQ0PDmpqaJ/fFYrEFBQXIMoPBsLW1ffDggaWlZVtb261bt+zt7blcrpWVVWtr6/T0tPy2fGEpwLzA9ZuD2crKisFguLm5paeno9FoOAPMExMTdnZ29+7dm7ljVlbWY+29CQkJtra2Fy5cWLVq1e3bt/l8voqKChaL3bp1K9IS7uDgYGxsrKOjg9RgntQcwbx//35lZWVvb+9Tp06x2WxTU9NZwNzd3W1iYjKzXzMtLQ0Bs4GBwdmzZ2tra/l8fnNzs6OjI5vNtrCw2Ldvn6+v73PdkGsufcwdHR0WFhYoFOr27duGhoZ8Ph9Jp1AooaGhCQkJM0dkCgQCe3v7zs5OBweHy5cvI4ldXV0oFIpGo/1GYA4MDCwvLz99+rSzs3NtbS3SFjI+Pn7q1CkVFRWkm2OmsrOzbW1ta2tra2tr9fX1r1y5kpOTEx4ejmzdv39/YmKiUCi0srK6dOmSm5tbQ0MDGo2+evUq0o7yVH8eA3NjUl75Eu0OYD4E7O8Bs0ZgDt8N5X205/xSzZ1gufsWQwsba9n4+L179zw9PfX09BgMxpkzZ5ycnGpra5E3Py8vLyqVmpWVFRUV5e7u/iSYT506ZWJiUlhYuGnTppKSEgihurq6vb29i4tLQ0MDhNDFxWUmmMvKyhISEpD61pOaCWZpRcJNFLpiqWEnsBgC9neBaTOwgH8I434UUrB0hwf4Jl1PZ+ARmGMcNI/6muYGW2N0NwSabaXEON/N8HPWXEuNcXHWXHt9v6eH/iZqrIuL9joxMc5a9Ycb6d6wch8jLwy1fXVPTvABD8N0rAE1xtlZc62nwaaSSIfTQZZBZiqwPHmMGAfLk+3V1xTstvkVYK5I6MPtIr9vfBeYDgLUQ2BdD4ykS32mPtp76V2LKLAa+/EP3AvR0Q47sv3N2o8FOqiv6TgeZL1tVbyzlrfRZliW7KC+hhLjjNXbUJOE9tTfVBrr4q674fZBn5M7LcJstiNRaYnO2mlYfXpeqPnWlb2nd1up/pDgpOWut7E7J8Rk83ddJ4MnqImwKoW018la9QcZOf63AHNQUFBubu7Zs2fd3Nxqa2s7OjqQ9OLi4m3btsXHxz+2r5OTEx6PR5ZZLBYKhers7NTT03Nyctq6dWt9ff34+Li2tjadTu/u7vb29t6+fbu8K+QFpADzAtdvBebQ0NDMzEw6nW5iYgIhLC4u/uKLL5ycnCCEDg4Od+7cgRDW19cjzcVcLlce51VXV6etrS2VSiGESOyDqalpSkpKVlYWGo2OjIzk8Xg2NjZisTgmJgZp83R1da2qqqqvrzczM5tZhZVrjmBOTk6Wtzux2WwjIyMOh5OYmCh/XAqFQvm7qlQqNTAwkL/8Dg8P79+/Pzo6GkKIEB1Jv3v3rrW1NYTw1KlTH3/8sZeXF4SQy+XOjGV7lp4LZvlZ9PT0iESimZmZvO8qMDDw1KlTVCrVysoKSRGJRAwGA4VCISHK8reN48ePBwQEiMVic3NzeYV7ZGRkdg9nB3NkZCTSrT46Oqqurt7V1ZWZmSmvu0ulUiQUgEKhGBkZIXFV8rizI0eOyJuy0Wh0VVXVxYsX7ezskBQPD4+8vDyxWGxoaDg6OhocHKyionLmzBkajWZsbDxHMPNaeio/sasCeq3AvA/YMJVcpj6IuPgny0SwFgO+rCukWtuj8vLzkcwoFKqlpeX06dMpKSnyI7i7u+PxeKFQuGPHjh9++KGlpUUikXC5XGTrxMSEi4tLZGRkZmZmcHCwt7e3VCq1srKaOTTA2dn55s2b8osqLy+vrKw0NTVFUvh8/szIx5lgHiuNp6fvqfynTbWSYRsw7wM2Q0tdJz+MqP6TeQJY5wa+vRHtQS8IM9q0nH0+MsZeMxWjP16aZLhx+Tf//qg6EX03w89a9Qd+8V4H9TUaq78si3OpTfWw11gjoyS4aa/HR9jD25ltx3YabfqOW7w3Dasf56Q1VYOzVVv1jw/eI+91qk5Ca6z+crI0EdYd7DoZrL/h29ZjgQjn8nbbOGr8+JymbHKcoDjm2lbXLfXeEQAAIABJREFUsqXGN4FRP7DtBTbTf97T+T728FJld/BNhobu1EVcmM32Y/5m7ccCLVW+HyPG5QRafPLX/3PX3wgr9tluW3Ulxb0wzG7ris98jbYI8DH26mtupHuVxTq7aK2F1Th4eb+nwab8EJu+M7uNNi0XlsQUhqL+9eGf7dTX8PEx2mu/KY6wh/WH4MW0QLOtya66sHKf+CU1ZcfExCBjZwUCgaamZlNT04kTJw4cOIBslQcMNjc3a2pqCgQCefgqhDA0NHTXrl3IMh6Px2AwfD7fzMyMyWQePXoUg8Eg94k8/MLZ2TkvL2/mXferpADzAtdv28eMtPcij/j169cbGRlBCE1NTd3d3XE4nJWVFfJwt7KyOnv2rHxfHA5naWmJw+FiY2MPHTqE3JQQQhqNpqurW1dXh0Kh+Hw+l8tVVVVls9kYDIZAIEAIHRwcTp48+VRn5tjHnJycjCyzWCw9PT0Oh5OamqqlpYXD4QoLC5E+Hnn+mpoac3NzHA4XFBRUWVl5+PBhpI9ZXV09KCgIh8NdunSpsbHRwsJiampqYmJi+fLlyJPX3Ny8sLDwuf48F8xZWVkRERFxcXHu7u4CgeDSpUsWFhY4HC4kJMTPz08oFE5PT/v4+Hh4eOBwuISEhI6ODltb276+vu7ubhQKFRMTg8Ph7OzsOjs7p6amtm7dGhISgsPhGhoajI2NKRTKLKeeHcwRERGGhoY4HM7JyQnhWXp6+vbt23E43LFjx5qbm4OCglJTU+3t7alUakNDg4qKipxDhw8f3rlzJ7Jsb29PoVDGxsZcXFzCwsLi4uKcnZ1ZLBaHw9HS0pJKpSQS6eOPP6bT6Q8ePNDT05sjmOE07Io8W/l/5lQl3XvAZPhd94YPnVPfVPYBX2Qb+cIp2NB418LCIjo6OjU11cTEZGhoKCcnR01NDYfDHT58mM/ne3l55ebmQgiPHz/+zjvv9Pf3EwgE5PaGEDY2NhobGyPLEolkx44ddXV1NjY2M0Md7ezs0Gg0Doerq6vz8fEpLi6GEO7ZsweLxeJwuMDAwJmh9b/oYybFiYix7TZ+lR+i5P7f/tAp5U1lH/DdMWVdKSWh9/RupI85CqWR4KQNr6ZTYpzeXKpUFuty97CvqfIKWJGc7m7w8fvviYlx5fGuNmqrJksTKTHOpsorUj0MLVS+P+prCi+mJjrrRKLU4dX06+leAIC8EOvpy2k7Tbc67fgx1dvYVHllwR7bqbIkMSEOVqXkBlujtq+ZHcwiQuxYWfzA3t1XP3chv214DejT33Ds/dDz5B93BIHvwz9Y331oF7ycGmyhmuVr0nZ0p6nyiuELUWJy/I9f/kvzx69hNc5S5fvSOBdecfQH7717PMB8uizZetsPF5Mx3JJYN+31QWYqYTbbXbXXD56PvJ8dpLf+28H88MmKfVtXfLb+m09gNa4i3lV33TepHob+Jls8DTaxz0ciMecvBcwJCQl6eno4HA6FQiEtVZmZmRoaGjgcbv/+/TQaLSYmJjU11d3d/ezZs/X19aqqqkgANoSQRqM5OzuHhobicDhbW9u7d++Oj4/r6ur29vbKZDI1NbWmpiY6na6rqxsREZGammpkZNTe3p6Xlyd/8/5VUoB5geu3AjMy6Egmkz148ACJVqDT6Q8fPoQQdnR0VFRUUCiU/v5+JHN7e/tjQwIuXbpEoVC6urp4PJ48G4Sws7NzeHi4p6cHuaHv378vEon6+vqQ10YGg9Hb2/ukM3ME8+DgoByE4+PjnZ2dyLCfmpoaCoVy48YNJpMpb5JC1NXVRaFQkHrq0NAQ8jBtbW0tKyujUChtbW1jY2NdXV0IMHp7e5G24vb29rkMUH4umEUiUWlpKZVKldfjHz58SKFQysrKZo63qaqqolAoSJzUw4cPEQQODw9TqVQKhYJ4Mj093djYiLjd399///79mcFHT2p2MDMYjOrqagqFIu+nYLFYFy9epFAoNTU1Uqm0o6MDKVIIoUAgaGxslDOVxWLJ/+Pd3d3If1YoFCJXKhQKIYQymayzs3NyclIqlSJFKhaLZ2mHf3K41CRP9AB7pPQDs5KlWuXvGKX+QcUPfJm5wU7C+anFhcPhIOWDtF0PDw8j/ldUVIjFYhqNhlR3ZDJZc3OzVCodGRmRc5fL5c6MmH3w4AGLxeru7v5FJbirC/kVdHZ2DgwMyCtPyD/rsdv48eFSlLjRvL3tRoGlf7cveUOn/B1D3B9U/MHKzGU7+OejZWWJvKLopkz/UXxM18ng7pyQMVK8iBB7I91rMD9s5EJUc2aAhBQ/VBDelOkvIycw88Nbj+4UEWKnypJuH/QpDENVJ6FhebKEFN+dE/LwZPAYKV5Kjq/FudPO7pGWJkpIcaWxLoVhqKs4d1ixD3FpjBQ/kBvaenSn+JdUfspwKVLsGCmW5r/78pfoonf0K97QP/me5i6wOvLtde2x/lPVSWPEuAcndvWf2cMpjG7OChDg98qoiR3Hg+4e9h0jx7dkBQzmh0vJ8Y1H/NnnI8dI8S1ZAcyCcFlpEutcBD7CvjjCfuhcxERZ0khhVFOmP794r7Q08eHJ4DuHfMTEWFie3JIVUBhmh4904BRGT1ATX+JwqaGhIeRZIQ+eYLPZyG1DpVInJyeRn+e1a9cghKOjo42NjTMHKAoEgtLSUgqFgoz8nJiY6OzsRGo1XV1dyDhDiUSC3JbIA21oaOipUTXPlQLMC1y/iwlG5gjmhaa59DHPl2YH80LT08cx80QDe8/Vfu56ZOnWXWBZgZaPoHeBlvZjYBYRYsdK44S5MT1Ou69+ic54Sz0YrM5fZzhyOkJWligsiRUT46ZKk0SEWGTSDGFJDDL+WEKKHyPGTZUmCUtipeT46bIkISFWQopHRvcibIYV+2B5MjKaWb67iBALK/ZJyfHCkpgxUhys2CfPhhhyQPlxnjOOmRw7Ro5jhoY3rPc992eTPWBN6t9U70f7TVQmioixwpLYCWqijJwwRoybLE0SE2KFJTGTpYlTZUnIAjLAabosSUKKFxJikRRhSYyMHI84JkP8JMZNlSaJibHCkhhkGBVy9snSRCSbfDD0ywLzayQFmBe4FGBeuFKA+WXpqWBGJDx7tfQH9EW/NCideGqGhaAnwSwixIqpsWOk2JFdUeRvUdUmKAk+TlaeIHqCNPNuT4IZqTdLyuOEB2JubfU6v8qYmbFnsjpJRFwA3irArNACkALMC1cKML8szQJmCKGMvtA/fPRUMCN4E1PjeCcjJaT4McrjbcgLxJ4OZkKsiBA7VhYnyIsWFsRIn7w0BZh/SynAvMClAPPClQLML0uzg3nh65lgRvBWGi8mLVAqzw5mESFWTIlbUK8UCjArtBCkAPPClQLML0uLG8wL3GYH84vZoz7yZBEhFvlcB9IRrgDzHKUA8wKXAswLVwowvywpwLzIwDxBTbx3xO+Ah6GYGJftb1aTjJ54FNulAPNcpADzApcCzAtXCjC/LCnAvMjADCuSy+NdzbasGCPFuWitO+ZvBqtxCjDPXQowL3ApwLxwpQDzy5ICzIsNzOXJ1UloB401Y6Q4b8PNp4IsH/sWhQLMs0sB5gUuBZgXrhRgfllSgFkBZgWYZ0oB5gUuBZgXrhRgfllSgFkBZgWYZ0oB5gUuBZgXrhRgfllSgHmxgbkiuSzexUT5uzFSnLPm2qN+poo+5l8lBZgXuBRgXrhSgPllSQHmRQbmcUpC54ldhWF2YmIcKdrp9iGf8afNBqoA87OkAPMC1+8CzGFhYQ+65vql4YWjnYE7ufz/9Yvov5GOZGWWVZTPtxdz1RCbFRQUNN9evLjorJFAqx2wKmGSHPvaGazet9NYuevETlj+0vyfIMfCsgRYvW+SHAurkmF54gTpJXl7MYUQbHLoic+ELzJFxuxt6+qcby8Ueqb+VzA3NTUFLHitW7sWZWHr5+7r5+7z+pjvqpU/uDm4LkC3/T38VJVVDLT1/T385t2ZuZSkM8pp9erV830bvricXd1WL/siwFrbx1LrtbMAG53V33zqqKfiZ/Ua+B9go6O/ZZXqqvUBFs4BFk6L1JzXL/setcNwUV+j49H41JfCyHnR/wrmsbEx+oKXp7tHUdCZB8futmRcf12s89hdlJplTQLlftbteXfmMRs4fX+3ecBB7L7ek63z7sxz7f7RO+URxa72LvN9G764rtXWYj086SwOg/36GZ3FwXp43bhz77Xwn87inCojRYFv6MCSDowXqVn6gG/KwTY6MJ9vT3470xpR3vtSGDkv+l00Ze8J3l2fUjVeMzpazRVV8UQU1iiRIShlC6q5QmSVwBAQGAICQ0QaklCGJZRhMZklIDCERKaYPIRsEpN/2iQkMh/bNPpLExAYQhJTnnmUOCihsOWrQtIzd5xpMuqIu75rZ869MTJrlmwzTyoiMcco7FHioIDAGCUOjlHYIpLcVZbgkWPyPGIyC/FKQhn+ecc5GLw4ts8tpiA0B1YK5+ibgMAQzyjbUeKgvIQllGEJhT1KHEQSRwmDM/8RyCU82vScQnuqSSjslowbAV6vcR9zb2/vrl275tuLF9euXbsGBgbm24u5inrr6gGwFgJfCNz/Z/OAwBMCTwg8ZiR6/nLZ85cp7k/kd3/Gvi9svuFgTTMwh8D7ZRztyUvweN41ejztQjwfbXrWtf8qc4Dar3GgwG8IZpFI1N3dPTg4yGQyu7u7kU/cP6ahoaGZH5BHdpH/hsfHx/l8/sz8YrEY+XI4n8/v7e2d4689ZFfI1dSq0YR6JupUm8tJWk6zoHKEk3572OZ0l+NJ5skWAYnJKe7n4mnM8w/bsm81HKllFDwQkphDF7oZBZ2cor4xCpt1obsh42pjVr2QOCggDrKQTcX9j9lIUR/Cj3uZ1+5lXuPhB7h42sNTjXczrzUcqR3Iv88u7GEUPHhyx8dMRBrC6Dm3Hb8tIDB+SiQzuGUsfimLWzLAKerjEOmcchavjMUtGUCcZxf20PLuc/E0TnH/cFFvf24bt5jGKxmQu8rF00aK+vpy27h4Ghc/cP/EnbtHajtz7jYdvd509Dr7Qg+y73NtulKQ6BKdu/v4eBn353TyILecxS9lcfE0TlEfh0TnlLN5yGpxP7eYNnjuQWv2zYaMq/dP3Bku6qXnd/DwAwICo+no9eaj1wUExnBRL72gc7ioT0xmDRf23j1SezfzmoBAF5KY7MIeen7HyBx8e9JGiYP3Dl7z8/B94Tt5ampKLBbLv2k/Ojra39/f3d3N4fz0WSoejzfzvpVnZjKZvb29L3xeuR4+fBgYGPi/H2e+FBgY+KvKQSKRjI+PQwinp6eRwhwfHx8cHEQKGfl3yB8aiAQCweTkpHx5YmICQigWi5FHEPKcGR0dRQ7e3d3d39//rLOT6i+mgR8h8IYA80vDQoD95SpmVsOOAZcBgOoFNtMAA4E7kj4KnOV5hMC5F9jQAQoCD/kBhTMyzLRJgB4DLtPPOelczDsUrL4LTCHwfN4FPvcaMVzg2PPzJWAgwMiAmxi4IPtOATQbOHQDawFwkmcYB26iRxkQmwYYMXCZBhgZcJMC1//5AjEQ2EHtA7/+Vl0o+g3B3NzcHBgYqK2traGhERgYeOfOnccyUCgUBweHwMDAkJAQNpvd1NTk4uISGBjo6Oh47NgxCOGlS5f+9re/FRUVIfmZTOby5cvT0tImJycNDQ29vb1NTU2zs7Of60lIWHipSZLsD76TAHMfGOZt8Gx3OyV7L2AKoPuASfY3qO68NgFxUFbKibAL0V6r4WOEtdewZhb1EWPOeRqgx8v5jVl1dupWAWZettstox1ChdQRYnSBpyGGVzLAKxmYiQF+yQAXT9tjHeiq7YDWdTrqf+DukWvK321013fxMcLeybh6dnd2gKmXmDTEww/MgpPHwMylDA5nNTLDK7rjqtiFPfyKYc7ZTnZYRf/eSi6exiPQpdThLL/01V/80Hz0xmQ5r+347e8/+y7aIRReHKPGFblo23PxtKkK/omdGT98vvLO4asTFYJD3jhPQ/Sar1bZbrfY6xDae7b155eAXwlmLnmQfbhhMLyiO7FmBE/jlw9zctpZe8r642r4BDqPQBeRhnZbBehv1PY39cryS7956BJK3Yp1oTsNm2inbmWrZnE5tbT56HV7DevB8w97z7Zi9V08DNwwes6+Jh7swt6GjKs2auaMggf8EvqrBzONRnN1dUUwPD4+bmJi4urqGhgYSKVSIYSlpaWOjo6BgYEYDKawsHBiYsLZ2ZlGo5WXlzs4OHh5eRUWFsqh/mJafGCW3urmlzZwmruR1clO5ij+5mjzT3nCw8ORXz2Px3N1dRUIBDk5OVpaWoGBgfv27ZNKpWg0evXq1fK39pMnT/7rX/9qbW2FEIrFYnV19ejoaAhhe3t7UFCQnp6emppaYGDgzZs3m5qanJycAgMDUShURkaGTCZ70tsnwTyxBC1ScmErOY4vQUPgPg0w0iVuXCWn5+HZZyf43hJ87gW+8wcrxQADgXcN0F8DProOjCHwEQEXK/CFJ/jOHnyVA1SngTsE3reAyY/goyqgB4HXL4/m2QzM3cEyKXCVM/7lgRkrVXIbVXIeUXJEeDy5BC1UchEoOc96LncBcFIF/wgAK/XBf84DDQi8IPAMBauNwKdS4AqB9zVgpAb+GQhWO4Cv7wEzCDwg8EoC63eAf/N/RrU7Dzi5gm/4wOk4UDkIlJ94Y1CA+WUrNTU1Njb2yfTGxkZTU1NkOFBHR0dPT4+RkRHypEN+Wnfu3Ll06dK3337r5uaGvAvn5OQsW7YsMTFRIpFYWFgIBILR0VEVFZXn1puDAnflvqU9BlzgH3b3AdtMsPEa0IfAH/4ltn2JFRZ8lut1YLyCJyvleBqis/0PwTpouEm3PAFPijlvr2EjorDNthileyTDS9JRAsNos17e7uPUuCKUutWTYJaWjuxDx3oYuE2UcYXEwTsZV6uTSZaqplMVfFg7DStHD3imuGjZj5FZcwczl8JkJF0R/D1IAtCNb5pSLBP7Y6vHPo+SAfSDpRYlO0KHiQMjxf1eBmjHHbaHvHCwUngv89q6r9eorVK5f+J2aXyx6RZDAYHBL6EHmfuitlslu8VOlvMlVLaYPGS21bguvQpWjc6xuvwkmLlUJj2sTPhBgBi43XrbtMzlICOsXPKvUClwbXnLjGQWz6UMikhDHvqup3Zlwdqp6QrBtf2V+ht1Wo7d2LJiU/PR6xNlnM6TDTcOXjTYqDNc1IvVc45AhcDK0ekKgfU28xR03L3Ma9rrdtALOucFzD09PcbGxsPDwxBCkUhkZGSELEMI29vb1dTUWlpaIITT09MdHR1CodDIyKizs9PKygq5n3t6ehRgloN5Gk5zk4jSP3vzgdPFv1nfpVwSpZdP/iNIBByu/tX81jkqhNDHx6e4uBhCODU1ZWZmxuVy09LSDh8+LD8gBoP57LPPcnNzIYRjY2OWlparV69GXv0JBIK3tzcWi+VyuUjmzMzMsLAwCOH4+LihoWFhYSGEUCKR6OvrUyiUJ739JZixoiUugqUYiZJH2xLLSiV9tpKjTAkrAx69S2zJSjriX9b8HuOfG/iWDLQh8DcGn5KAFgQ+iWA9BiyLBWsh8OEDJzPwGQ84cYGjNvj3ELCDwCcNbEKDZWFg9cw6NALmBmBiCT6XvGwwTwMMT8lZouQxusTtqpLhTSVToZLrxBKPMYC5oWRSq2T07NO5DwE7PfAfCDC9wEYN/FMEXIaBw07wvTP4phLoQeBHAdoYsAyC4JNA1R0sg8CLC5yCwA8u4Bs82PHo5cOdAxyNwadc4JQONseD9Qow/+Zg3rdv3969T+mET01NjYyMlK82Njba2NjIVxMTE/fv319aWurj4+Pm5nbv3j2pVOrj4xMVFRUbGyuVSs3NzVtbW6urq7W1teW/wGcp0D8g9Y0tbUqWI0rOtCV2VUD3IbCBf4oc/uvuvCXb7cF/TqNxE5WC8VJOoLmP5o/bA818NFZvY57vKo7KQ+s6PTx1z2izXvfpZhGJOVHGPei5L8jCryy+2EnL7jEwc/E0AYFhtEmvLB4vpQ5z8bTpytGbhy6t+mKlv4lntH0op7g/y/8ARtd57mAeJTOH8X2tP4YKgT18O6QHWB0Am+rfsYDAC/4h8gGw8AZfX4rFX04rD7Pd1Zp9y1kTJSAwbh+6bKNmHmW/x9fE/WIK1UrVdIzMqk2rCDD17jnT7LjDtj+3XUQaYhf2mG81vphCGaOw5o66mWDmEulDBQ9av/SXACf4dnA7ME1T2tT0ljUEvvCPEfeAofuby68mUyYrBT5GWBw2fvDcA9aF7vr0asNNuqwL3TvNvHXW7SDGnIOXx28cuGihYtJy7KbeBq2WYzdEpKHJct6F8DMYXafrB2oMN+nOF5h7e3stLCxGRkYghDKZTENDw93dPSIigk6nHz16FKmc8Xg8pKVUKBSampr29/efOnVKRUXl2MsYeLOYwCxo7e38kwMEHvBN/ytAM/1dVdYSRwgC4bu7CUDZ71t1mUQaHBJsYmISERERFBSkqqoqFouPHDmirq4eERGB1KT9/f2Dg4OxWCyEkEAgBAUFYbHYmzdvQgiDg4N7e3uTkpLweDxyxkOHDu3ZswdC2NHRYWVlJZVKkfS0tLSZjyC5ZoJ5GmAeKllzlVzhu6F0JYcMoFyjpA+V/OGfomhLHf2XrCApaT+bIt7uYHkOUO0D9prg37eBKRvYB4LvOcAJDb7lAccx4GoOPm8EZteAkQv4ZhS48IGTL1jBAU4eYHkPsJG3/SJgvgtMUeDLlw1mrGiJS8cSy8k3fOE7u24C47Qlm/qXoOBbIfCPYdVA11PpO9oS1C89+RnMbGCvAz7pAzYlQNMI/HcCeOYD9dNg23VgFAJWQeBfAXQdwFfDAJ0MNiSBDRD4EYHmYbClBVj4gRXyGjMXOFqAz3nA6RBQTgIbFGCeNzAnJSXNrEnX1dXNBHNKSkpycjKFQgkPDy8sLIyMjKRSqUlJSfn5+ZGRkZOTk9u2bXN2dsZise3t7c/1YfeesONrMRffNb4FjAaA7X1gwX0DO/VRVOUfTGPBKvRbK2/uKxdT2bJSToCpl4+x++0jtQGmXhneqSXR+Vg9l/bjt3XXa/acaRESmeNlnCM+af6mntT4IudHYObhB4REJre4n4un8fA0w026lUnEMQqbW9w/UcarS6/SWLONEnuhNq1CRBo64rtfDmZ+yYCQyJwdzELK0FB+Z9V/nDqAmfBNbO8SFBlodgIL+McIwd8j8UpaduATvF9WuMNuGzXzk4FHVn62vDatoi37psFGnZ4zLdZq5nsdwpw07aYrR2Mcw0y3GJ7elfX9ZyvwUXnjpZyZYJ7FmVnAzCMP0o83VX5o1QWshG+6P1xiTQQa/cAGvhfN+VtoPthuDT4hBufAi2O+xu5qq1S8DDHnwk7dPHRJf4P20IVuGXXkXFiO8ncbU7AJd4/UWm0zu5NxVWut+v0Td0aJgxPlvOKoPDdth7r0KjmYuXiaiMSce/3+5YIZqWkVFBTcvHlTJBLFx8fHxcVBCPfv329hYREeHi6TyczMzDo7OyGEt2/f3rFjh5eXFxIY8cJaTGCml92qBrqDS+xH38TcA2YkoCEErvDD+J73fQ6CdbbvrRjl8neHhcbExNy8ebO6ulpfX390dPTw4cNeXl43b97s7u6GELq5uVVUVHh4eFy5ciUgIKCqqsrDw6OhoYHL5W7cuDE3N9fNzc3JyQk5oxzMzc3NZmZm8uZrefpjmgnmKYC+8pZJi5LF6JvYgSX2VKDdDMzhO6FjH++lvKHvCL46rqT6RJuz3HwwYJkO+MQdfEcEmhD4nQCq2uCTfKCzDvytCOyAAKsDPnEF324Ef68HRhD4FwENNfDPfKC7FXycCbZA4D2j3vxbgZmt5Fj5tiFNyV74JrYFWBCB5ghwgX+JpX+48yjYYrnki7Ylls8gpTsfOK0CH2LAMj+wsgfYQOBtDb4IAauywJZV4EMRcK0HRmvBX7FgmSH4Lw+gkVYEb/DdKbBtBXi/F9giMV8KMD+m3xzMycnJSJVienqaxWLJQzYqKioMDQ2RNmoej9fc3KyiooL86qanp21sbOrq6igUSmBgoEgkMjQ01NfX7+/vz8/PDw8Pl0gklpaW8vCN6elpJpM5y7NvT1h4mefxG995l72tXw8Me4GN6E/+9z5wTX1jszf4IkPZnUdg8EoGZKUcHyPsUf8DsBUe9T/gru+Gj8pz03FkFfao/bCVEnsB1k5NlHGdNVH5e05Q44rcdJ1gtRBWjbIudCMBTZzi/vFSjqcBOsx2F7wknSjj9uW21aRQbNTMp8r5sHYaVosPeqV4G2Lh5XFYOcooeNBxsuE5NWYSc6SEdllnbyXQaQamDIBqAmbDS9Hww73X/midBNZg3lxJ2XPWcIs+DhN/aleWoyZqj3VQa/YtnXU7xijsM8HH/v3RP+3UrdiFvYabdJPc9uYEZrrru3oaoBEwm24xuphCkVDZ9PyOjpMNI8V9v67GTKCzL/TUKO+qBjptwIwBUE3AlP+Gx9SH0dXvmsWAH9B/Wn3vwOXxCp63ISZ75yFYJZRQhq+lV+pv0H5wqpFe0Alvw6okotZa9RsHL5pvNe4502K4SffUrix4eQLWjPkYu+9zi204Umu0WU9EZsGaMW4xre34LdaF7jmy+aU0ZVtZWU1NTUEIZTKZiYmJvCm7oqJCTU1NJBJBCGtqamxsbBAwt7S0IH3SEolk8+bNAwMDTCbzqT2ac9FiArOgn1m+zOUy0H0ILPuBbRMwm3wnSPjRnqI3tYPA13s2mk5NTgYF77pw4QKEEOm04nK56enpR44ckR/Q0dHxypUrBAJh27ZtO3funJyctLOza2lpOX36tL29fU5OzqlTpzQ1Nfv6+iCEBw8e3L17N4RwaGhIVVW1qakJOYiDgwOFQhGJRCwWa6b4sXAcAAAgAElEQVS3j/Ux3/mTTdl7Jo3AhAFQLcCcqeQM39976z17HNjgvOSba0pGs9SYsWDZeaABgQ8EXpMAawu+jAfrcoBGJFiDAcvGgIsl+IINHM6AbRjw7STwwoBlEWBNDtBIBOutwRfjAMME9lLgCgEWAs8GYGoDvnjpYBYvca163/zi28adwIIGbJuAqfQtf8lHEcS39faAVf5K33OWOD3jjO4sYK8P/jsCHCHwgsC7EZhpgU/OALXTYIcZ+KwQqF8DRu5g+TTwtANfFgENJrDXAv8+CbadAhq24Mt0sBmJDOcCR6RV/yBQTlSA+RWAOSkpKSoqCkIok8lmdupMTU3Fx8fb2dklJSXt2rWLTqfn5+dbWFgkJSW5urru378fQnj+/Hlvb28IoZeXl7KyMoTw+PHjYWFhEonE3NwcoThy5G3bttXU1DzLh5BdIbUplYO7KVe+dCl+R+cyMLj+Z5v0P24LAF+nf2XOONMmIDG5eNp4GTfA1EtnnWayW4z5VuNr6VX4qDx7DevJKiFx7zmN1WrJbjGu2g5+Jh7jFYKS6PzVX/4Q7bAnwyftQvgZjdXbuk83jxIHRwmDnTl3zbYYBlv6h1gHHPBMvn6gZs1XP4TaBO51CLuTcfVM8LG1X6+Jc4o46n/gZNARrbXq7MKeJ1toZ/Yx86lDXXvLqz62qViq1whM+4HN2B8Duj70zHhTxRd8eeBHJ4THsEYCr0zezriisUatIqFEf4MWu7BHTGJtWrbBRNmAGldkvc1MVjoCL493nLy77Yetrdk3BQS6qbJhzT4yrBbl7j6+40c11oXu54aAPdbHzKMOdQQWVX5oXrlUrwWY0YCt5L2g1g/Q6W8oe4HPDypj+CSmmDzkZYDO8kufLOeJSEPX0isNN+k2Hb3ubYRNwibYqJnnBGU2ZtUh7dsXU6jGyvoxjuG+Ju5YPRd2Yc/dzGurv/w+1CYozjmyJpm8adn6hiO1YtLQqwEzg8HYuHFjZGRkSkpKR0eHtrZ2QEBAUlJSRUUFhDAxMRGFQiUnJzs5OeFwuMnJSRMTk/b29oSEhKSkJE9Pz+Tk5LGxsc2bN9++ffvFHFhMYIYQtu3KLnvLoAbodwLLwSX20vd3X/6zdfySdWjw34rUHAihn78f0n/M5XJNTU35fP7hw4e1tLSSkpIOHz4sFArd3NwqKyvFYvEnn3ySl5cHIbS3t6+rq3N0dJQHmfr6+qanp0MIDx48GBISgiSWlJTo6eklJSWh0eiYmBgI4fnz5w0MDGZ6+xiYue+41nxiX/6uUQMw6QPWwnd9aR/6Hn1rm/+S72PeWDe2xG2WPmYMWJYP1JHBQneBqRX4AgIsBAHjwE0bfFILDO3BV73AdgJgTMGnZ8A2e/CVDLhBEACBuwH4bxXQ1Qb/vgGMkKCqBmBq/fLBjIEA8+AvzuX/tKlW0r8PLBhL7KT/F3LjL/bJSzdgliwvWqr5jHbsn8CsC/4zBOwhcIfAax/YkAjWQ7ATgsBSoGMPvioHOm7gWwj8LgJ9W/DlIaAcDtZAsBOCnfXASBf8RwrcIPDgAkdT8BkPOB0AmxMUfcyvAMxsNntoaAhCOD09/fDhw8eGP127dq2qqopGoyGrra2tVVVVdXV1yCqPx6PT6RBCDoeDhIlxOBwmkzk9Pd3X1yevfyBBNwKB4Fk+hAQFX91XPlY20h9YXP+DN+H/DPe/pRwIlmV8ZdF/5LawbJhT1Mcp7ueXDHScbCiNLy6OzL2TcUVWOtJ3tq3l2A0uniYr5dzOuFIcmUuKOc8p7h8lDw3kd1QmEfBReWUJ+AenGu9kXGEX9iDjkSTU4d6zrSXR+YTogsFzD0aK+i6lUEui8/FReW3HbzMKOisSCcVReeWJJQ9P3buTcXWkuI9b/Hjl7xfBXyUDnKL++6jM6n9YE97Qvg1M2v7inP2eZhBYtvej7V2HrvcW3O842cArGeAW00aK+u5kXO0929qUVT9c1CskDnacvNt89HrPmZaWYzd5JQPc4n4efuDukVpa3n0efqApq55e0MknMHrOtNw+fHmkqO+5NdHHg78IAyPnutpM0ir+ZkFQ0roHzJr+4pTxx+07wTdJ/zXoy747SmZy8bT247d7zjQjUeuD5x40ZtXxSgYas+qLI3Ork8liMot5/mFjVv1wYa+UOtJ67CY+Ko8QXTB0oVtMHhq60H0ltbwkOr84Ku9Bzr1bhy8zzz3kvaoa89TUVFNTU01NTU1NDYfDefjw4aVLl6qqqu7fv49kaGpqqqqqqq2tRQb59Pb2TkxMcDicqqqqy5cvI3na29uRivULaJGBWdI71KgdRf6jIQVo3X/D5toHqOS3N/uCz89aBk9IpBBCBoPB4/EghJOTk319fVNTUxwOp66urqqq6urVq1KplMFgID36/f39SFMZjUYTCAS9vb3yQVMjIyPIg2V4eHjmnPNtbW3IPwtZRf6hM719IiobTfsAU/O1S8m7eteB0f0/u5z6s3bwG6sjlq7teWbnK2LYAYDiASckzpkPnOgA9Yji2H5gywGOAwCFRFnTAaoP2DAAaua+bODwEFiJgDNyhDHg0g9spwH6f4bW42CWKaFb/4Ol/AdFXqLdqmR18wP71He3+r7x/bGlqpLZ3jwwE8CtB9hMADfEZwaw4wEkrhsjA249wIYHnAYACgLsJEB3AxsasOX+lAE7AdweAusJ4IZs7QO2kwA9DBxYwH4uw7QUYH7tFRIUfDWpTExl80iDwyl1LVvCDr2rekHZn33m/mgpG6Eyp7h/pKhPSByUUkek1BExmTVS1McvoYseVcvEZBayiV8ygGxCViUUNjJZh5xnI0V9o4+Og/SJSqnDyCoSGo0sjz3acfam7J+GSxEZnHM9nagj1Z/a49/Vy3pHbRf4Lv591dbYMnEFB5mpA9mRi6eJySx+CV1MHkKcEZGYItLQzGtBLgcJWxORhnglAyNFfQIC/VnOzA5mTnE/l8QYOdvZbppW+Ylt8Ts6h95WDQTLU/6h1ZVWKy7nIHmEJKaAwBgp6uMU9/PwA4h7IhJTSh2RUIYfeT7EKe4fKe5D0pECRN4VJD+XIX2MzJojlV8KmOddiwzMEEJJK61JL5rygemFt7ST3tq0E3x9WsNDxnvKVAevXk8Ol5oGmIFPvC8ux+D/zyj7ne1Bb/+4980NHUrWc6jYecyo3WJ/SXGPR/NpYB+tejwtg+cMSmFnfQ94cTBDgJG9hW371rf0c/uid3Vx724JeGv10Te2iZfMpXY+0yX3J65X7jN2xuQh8gyeTxzH/X9uD1CA+TXRT2AmDXFKaDwyk320sWNXMbewT0CZU1vovNiTE4xwSQxuYR89sOTGMo9kpXVZX1j0pNUKy4ZfvW9PnWCES2ZwznUPeJ2r/dIlDvyYs8JpIPOOsJQ97yWpAPO866kTjEwOcOj+OaT3TaLAqgpMwqRYOh+uPUXPmmCE/5H3nZU+uA/VD7+hwlByeEn8mBd7+gQjk0sxzE/9y5e5RP1hE/ENHdkS9Ot8jQowL3j9DGYEIUSGgPrThFkL1p4y81dxP5dI5xEZg7E1Nyz3D55smRcqc54181dxP5fE4BPotHDqDZuD7LzOUeqvGIL125kCzPOuZ878JZLRDpHvZ5S8aodm1bNn/kKPvefZ+B5KCGafdmPh27Nm/kLDJe7M9zEtb9tAgHnNr1EB5gWvx8D8WthTwcwp7ufgaVzSoIDM5JEG58u3Z4GZU9zPKXnkHnFOk4i9AlOAed71a6fknF89G8wYCNBznKhyYduzwCw399f/GhVgXvBaVGBG7Bk9rDz8APLtCiGJKaGweSUDXDxNSh0RkphjZJaINDRS1MfDD0iQPMRB8a/prJXbbGCe1b15MQWY512LCMyLw54L5kVgCjAveC1CMD/NePgBIXHwRGCGq7YDRtf5sDdOSBwcyO/wMsRg9VzQuk7X9leOkVkiEjPDJ9VV28HDwC3WMZx1oYf/K1v1nw/mhWQKMM+7FGBeYKYA80KXAswL1F4AzFLqyCGvFLOtRq3Ztx6eajTdYpDukdSX27Z5+Yamo9dzd2cbbdYfJTBwmHjTLQb3T9zpOt2UE5TZln1rlPjrWsUVYH7FUoD5VUoB5kVhCjAveP0ewIyMyzLerE+KOT9dIZgq51NiCy1VTVqzb+pv0BaRhm4eumS8Wb/52A3d9ZqNmdemKwWT5Tx4WSYkMkeKnj/b10xTgPkVSwHmVykFmBeFKcC84PV7ALOAwKAXdBpt1qvdXyGhsCUUdv2BagsVk8asuq0rNmP1XHTXa1YmEZCZqEWkoep9ZE8DNEbPpePEnV819TRHAeZXLgWYX6UUYF4UpgDzgtfvAczIpJ4663acCzsFL0pgjSQnKNNFy677dLPmj+q1+yvtNWwOeaVw8TT11aqXUkql1OF7mXVbV26uTCZOlfNHiYNzmSUbMQWYX7EUYH6VUoB5UZgCzAtevwcwc4r7JRR27u7juus1S6LzC/acNN6sfzWtovt08+blG9iFPXePXFv/7Y/dp5vP7D6usXobPiqPuPec9rodrdm3cJj4UJug8VLOHE+kAPMrlgLMr1IKMC8KU4B5wet3AmYunjZGYZNiLkTa7Y6wC7maWj5eyunPaz8Tcox57qGAQD8bkt2YVTdROUqNK4pAhUTZ7zkXliOhDJdE558LO4VMhzkXU4D5FUsB5lcpBZgXhSnAvOD1OwEzYlLq8HSlYLpSgEz3zcMPTJRxkS7k8TIuMlu1hPJTnvFSzkhRn4TCllJH5h4CpgDzK5YCzK9SCjAvClOAecHrdwXmV2AKML9iKcD8KqUA86IwBZgXvBRgfrmmAPMrlgLMr1IKMC8KU4B5wWtxg5mLp4lITN6M2btGiYPIXqMEBhdPGynu4+EHRCSmiMTk4Qc4xf1CIlNEYgqJTPl3oAUExswMs5sCzK9YCjC/SinAvChMAeYFr0UMZi6exi7seZBzD/loMae4n19C78tt6z3bysXT+nLbWBe6EU7fPHTpxsGLw0W9PPzA/RMNNw7WtBy7gXyAWUJhD+R31B+ovnX4MpJ59v5mBZhfsRRgfpVSgHlRmALMC16LGMwSKrsuveqP7/whGR0zUcYVkZj9ue0rPl1mr2EjpY5YqBhfP1gjJA+F2exy0bZ313c55I1rzKxX+0HFyxBjsFGnIPTkRDm//kANSt1qp7mPrZpFlN1u1oUeZFT0s0wB5lcsBZhfpRRgXhSmAPOC1yIGs5Q6XJ1M/vrfX+qs0xwseDBdITgZeOSrf33hYeA6RmFrr9tx+/CVTL/9GF3nyXK+hMJuPnrjamqFlaqZhDpcm1ahvnob49xDU2XD7IBD8JJUSBzUWad5fOfhiVmJqwDzK5YCzK9SCjAvClOAecFrcYO5PAFvvc3ccYfthfDTslKOm47jHuudXoZoMZllsFHnTsYVhx22+Kg8WekIt5g2Wc6/k3HVaJNeY1b9Uf8D3kaYpqx6U2XDgfz7owQGrBw94LHPXd91jMKeZZJOBZhfsRRgfpVSgHlRmALMC16LG8yl8cWOmrYXwk97G2GLI/P8TDxydx9303GQg9lew4YQXSClDnOK+8fLuI1Z9eu/+dFFy37ris3tx2/fy6zT36BNz+8QEOiwavSwFw6t66QA84KSAsyvUgowLwpTgHnBa3GDmRpXZL7VmHWh21LVdOOy9TX7yBfCTjtp2YnJLN31mg1HrsY4hPoau8OL0olyXs+Z1rr9VVaqZiNFfSFWO4Ot/IcLe7eu2FyegIe1U2MUlu12y5ygTFnpyCwnVYD5FUsB5lcpBZgXhSnAvOC1uMFcGl9sqmw4UcaNtAtZ8+UqAYFxNiTbRdteTGbpb9C+fqCaVdxvoWLiY+QeaO6z3yO5/kCNlarZYMGDzpN3VVZu7jrdRIw+p7dBO8YlCrXdKsIuhIunzRx89aQpwPyKpQDzq5QCzIvCFGBe8FrEYObhB+gFnW3Zt3h42kB+R8fJBgGB0Z/bdv/EHS6e1nLsJuPcAzGFPXjuATWuiBJXyCjoHC7qa8u+NVzYy8MPNB+9PpDfMV7KacysI8Wcr0gs4ZfQBQTG7F+aUoD5FUsB5lcpBZgXhSnAvOC1e1dIbXK5hMzm4QdeFxsjs7H6Lu0n7giJzFmycfE0AYEhJrO4eNoocXDs0YKYPMTF08bILAGBzi3uFxIHZaUjstKRUQKDX0IXk1m8kgEefmCMwuaX0JGvXyAZBAQ6F0+b3TdYJUxy3Zu358RkOX/eC+q5JiINNR6q8/f0m+/b8MXV3d0dFBQ03168uIKCgvr7++fbi7mKfP3SfvAjBD4QYBep+YSB1feAGQRe8+3Jb2f2v2swT01NjS947QoIrNlL4l2gMfMevi7GvUBz1XZozKgbPtc77848ZjLycJx9+Ongo2Iya+h81wI3TnH/7f2Xfdy9x6cnJl5DG5+euP+gIyAwYHxq/p15Ef+nJgICAx72dL0W5T8+NVFSX50CVo4Dl3Fgt0jNJQSsuAV0x4HTfHvy25nphMq+l8LIedH/CuZ79+55LnitWb3aXNvU3RaNtXF7XczdFr3i6+/sjG2xNgvObU87rPKPmzRWq7nru7pqOyxwQ+s6WamYrvx6hQcKg7V1e+3MHYWxNrD8ftlKDxR23p15AfNAYb5fttLWyNodhZ53Z57vrR1Wa7u28iffeq7V81yrs0hN78d/fGG5XNlzre58e/LbmdZhn4iXwsh50UuoMUsXvIKCghoaG6STMtnrY9JJmZePV99A/wJ0WzohTTu4/6RvhpDEHDz3YIHbcFHvrcOX0dpOvEIaI7fztbPhc73XcJVYXWdBEX3enXkB4xUNYHWdb+yvYZ/rmXdnnmujeMZJz4x9h9OlEC5iC44IvdFyb97d+E1t/KUQcp70++hj3r27tbV1vr341fLz8xsaGppvL56uQxmHcgOzf9HHTGLwKEwBmckrGeDhaTwinUdh8slMXskAF0/jl9Cl1BERiSnvwBaTWWMUNtIHPEocfJRnWFY6gnxLQ0Jhy0pHpNQRAYHBxdO4eJqQyEQ6woVE5nM7wmf2MTcfveFh4CajjvycTqDzKEw+hcknMnh4Gq9kgEce5FOG+AQGF08Tk1nIiX52uGRASh0WEgeRVeTDIbLSEQlleJQ4KKWOIPmRXYSkn/yUUNhIR768g1++u4DAEJOH5uK/mMRqyKj1NsJMlHLn4j/vZw+HHrn06EQlAxLKsLz05FchpQ4LCAwJZVh+FWLykLy0JZRhXsmAvExGHxUC71F8Aw8/ICYPzUj/hclKOcg8NjPd4JEH+RSmgDT4881DHeLLVx+zkgEJZRgJm5BfmoQyzMMPCElMIfI/KhlA/EfiLZAb7FHYBGPud8tkOS8v8Pj+A+nz/Qv7bRUWFtbY2DjfXij0TP0uwBwSEtLc3DzfXvxq+fr6Dg4OzrcXT9fBwwfP7jz2U1R2UT+XPDh8vnvoePPgmXYekcGlDo2U0NjZTUOn20epLB5+gHWh+9ahy31n20aJg5zifn4J/UHOveajN7h42sNTjX25bQLioJg8dBlXSo0r6j7dLCQO3j1SW55QcglHFRAYPPzAGIU1WPCgLL64LAFPz++QUIdn/9LGzKjsxqx6d31XCYWNpHAJdA6Rzs5pGzzRPFzUyyczR0qZw6fvM4818koGRslD7cdvVyeTyhNK+nLbhKQhTnE/D0+7ffjKQN59fgl9pKhPQh3uPdtKjSuqTaugF3RWJJZU7yNfTSsvjS9uOnq950zLxRRKaXzR1dRyTnF/y7EblUnEyiQip7h/lMBAjkYv6Ow42TAX/4VE5u3DV7wM0TLqyC/8P9k6eKJ5+P/Zu++4Ns77D+CX1aRp2jRJ0za/piNdSdM2aRIntpN4Yxts9haIbcQGs4fY28Ysm2XAmGGMzZIQe4u99957SWihhQZ6fn+co7pO2tgJGNl53q/7QzrdPfd9zpI/3C6Yv1d/+thqSj+DuMwsWkVP159K76+7XFIWUjCdPrD11ci+xJb5WyMMwtJm/vx26eZ81khZSEF9ROlG7kzd5ZLq8KLm6KrykIKuuIb5rJH6iNLS4Pz6K2XU/LnR1K7q8KLKMCI1f45FXNksWKAXLq7kTI6mdtEKFsbTehazxxjfdFMafinVRtm8L7EZrYFWsEAvWaXcmlhLHVzPmWSSVmll65t3Z9av91NyprdKNh74Z6UXLlLz53oTm6fTB9DHq2wVrc5kDPYlNtMKFmYzB2cyBpiEpe3SzbbYmtLg/IHrbdzije1S6tiNntLg/KrwIhZxZato9X9faCAdhOW0W04pUTHRD/9bYLFY9/8Bvby8zGaz0TGbm5vd3d0tLS1sNls6QV9fX3Nzs/Q09fX1dS6XK/2UzWa3tLS0tLQIBALpyPn5+ebm5o6ODnTk6uoqn89HP5qcnORwOI/6+/Xy8urt7X3IiQXbgsHBwebm5vHxcenIlZWVzc1NAMDW1lZra2t3d3d/f39zczN6lh+LxWpubm5tbRUKv3nDdWdnp7W1tbW1VSAQiESitbU1iUQCABAKhSsrKxKJhEKhzM/PoxOvr6/zeDwej7exsfGoPX1CwWCWXU9KMNNL1tavdTI+DKG/Yd/xB/Mu/yJq8gD7SOzWq3ZDv8V1ON3ermb2J7W+9sqruHMm/BLqFnGFmj938L0DCp+e3iKuOqrZpDrFSarYl82DsKd0/I3wzpp2/Uktxz740kHNCnNCK9DIW1BGG73RpXtc01XbwUnD1lAOM3aje6vooZ5U/WAwExaphIUNnfStX7tOv2lepxi8mDPOwBXwfuu58qp5s1wAJX8Oc0pb94Smg5qV8Rn99bsz/FLqaGrXe7/9qy/WXVTO4JVQWmNqDOX0/A297FQtr1lHhJr6aR1R/eQv//LQdaoMI3rqOp/77IyPvluM1SUmYVnhs9Om8gbGZ/SdNO3Qk+G3S6nFgbmGpzFoWD5aMBOWqAXzFM20rV+7TL15oV4lbClnnGGWy3vbY/lV88bTAct3JplFK7ziDSd1W6XD5zx1nXWPa4zd6Eaz6r3f/jXY2IdXQuGQ1geTO0zOYj11nS0VTaMsw67ZRhrIYd773btu2hcLfG9567md+eSkn4HnFVzI2t0pzAktw9OYCwpGThq2G7kz6DZ0ZRhR44gKk7hsdEbvlkcqene5bwnm0rU1fOXWn7zXX7cm/8NuJLGNFtrM+yCE/oplx/t2Q1fqtko3/rP7q/NZwx/+8Z9yH59gEpa2iCu8kg2d4xp/ffvPTMJyqImvv6GXpJKV6hSnd1Lb39DLUtFsLmuoJpyk9oWSvyEeK6frruO4kTvD/J+X5v/vYBYOLbFT65dv1XJpTADAzjqTn0reSKsRMjgAgI6ODiwWi0bmxMSEnp7e0NCQnp7ezs6Or6+vuro6Ho83NDREYyw8PByHw/n7++vr65eVlQEAcDhcTU0NuqCJiQkzMzM8Hu/j42NiYrK4uAgAyMvLw2Kx/v7+Dg4ON2/eFIlEurq6XV1dAIDFxcV33nknOTn5UX+/Xw9mfsUgI7lmuawdfSvummVdLaeWdAIA2jvaP/jgA39//7Nnz9bX1wMAeDze2bNnLS0tAQBLS0vBwcHa2tqHDx/29/evq6sbGxvDYrF+fn7u7u4mJiZf3+1Hp9OdnZ1dXV3d3d0zMjJaWlqMjIzQCJ+fn1dTUxMKhT4+Pm+++ebKygoAwNzcvLm5uampycLC4lF7+oSCwSy7nohgphOWKAVzE5/6ChAj8KzTCKIc/drpwf+zAIgleM51GFF0ffXQaGpn//W2w3/77Mwnp7riyKCWV+CXffC9A4an9RiFSw6qVtkeqeWhhVpH1RiFS6COP5HW25/UqnRIfjN/fj5r+NDfPl27O21x3tQP6wEaxaB+21XLwVYFJyynfYdgppeuz7gS1xAMQBw5iEkWcjTnzwYiBAcQZyGCi0E+uGkUij2r3xhVySveOPXRse74RlDLi7QIddFyMJM3XMmZZBFXMCc0012TQKOYXrg4fqMHNO2QAu9YKV0A1RxQy3FQs8pwvQ46AahmM4kryp+f609qEZRtfv7+wbardRzS2nYplRRwV/+U9ncIZnrp+oxj/jqCAYjTFmKcgRzN/bOhGMEBxFmAmF9B/nHDOIxTSuEWr9urWt7Fp4NWcPbAqdLgfFDDTXKIcdKwNTmjv3BrlEvaMJTDXL94FdQLmITlwettgCxoja1V/1JFVMEEdXxbZVySQwzoBaCWR8mb1T+p03G1DtTxTv7rWF1EKa94g1u8URFKUP1ckUlcxsrpZLmnfGsw00krKyn9029aAsQSPGNLRuSuva2y/jMLgNiBZ53KkC99/qG+nDvFvO/afXbR6lR6v8rh85/85aOqcCKo49dcKlY8KH/yX8dpBQvBxj4hJn5d8Q1nPjm5dHsc1PEXb40OJbefPSBH9M8BTTu8EorSIYVUxzhxBeO7BfNW8wjrLScBcmEcUSnS8Vq8Sxa+6ytCLiwg6jlHLFnsLZFYrKGh0dDQAABISUmJjIzc2NhQV1cXi8V4PL6wsBAAoKOjQyKR6urqVFVVd3Z2AAAdHR1ycnIsFsvCwqK6uhoAIJFIzM3No6PvLdrZ2TkkJGR2dvbs2bPT09PoSAqFIhQKNTU10WBOSEjw9/e3tbXl8XiP9Pu9P5glEslmcOH2CxY8xLjheaXamExGEEH8UwcBYtj63LmGyIy6tiYzMzMAQHFxsbq6OgCgpqbGw8PD2tp6amoKbaS0tNTNzQ19bWpqmpSUhL52cHAIDg5+YOmXLl3y9vZGX6+urjY0NOjr60uDWVlZWSAQhIWFffjhh15eXgAAc3PzpqamxsbGCxcuPFI3n1wwmGXXExHMjOLV5dQB8muYFURf8JLD+DM6t5Gj04gW+IkP71f+JOSsLvJ2mdetwdQO3eMarloOl8wCRVVbVkoXAo3w5grG9MJFR3Wb255pPnDrIZAAACAASURBVPruYab+O5XMzYJ5fgl14daI3EfHS4PzM92um5zFruRMaB5RbYmp5pdQeCWU8tBClc/Po1dgP2owMysoHefC+xFF3ou2my9cKEfOliNy4Bk78MvwkZdN8Mjf3A9oY+R0VD9XNJTT1TyqSitYoOTNmp8zXr0z5aJpT/TPGb/Ro/aF0lzW8FbRKoOwtEVcEZbRcrzSLigYMQnLonK6s6bdiQ+POqhZ3cGnb5dSlQ4ppLskkgLuYE5ozmQOsogr6BazgZzudwhmZjml/XTwAKLIf9GW+vyFUuRMJXIaPOMAfhk+9LKxO/IX50802aUUfgnVUd3m9McnLRRNFT49M5c1zCKumMkbzWUO+eq73/ZMW8wek/v4xGzWEIu4yiAssYtWucVrVeFFKp8rUvPnhWU0T13nI//83FHDNtsjlUFY0j+pc90htjQ430BOdzytZ4u4gm4xq3+pzCQuG57GPMwWM6uCOuFT2owoMp69wHvRthNRvYMcZSLG4LUgyuuuKchh3ZfeG0xs4RSv39f91Ym0XtOzBo4atk6atjs1HDfti+FmATrH1Cl5syEmvpcuBMXZXHHUsAU1nM38eWEZvf1qndoXSqt3praKVoXl9DBT/4vqNqJyxsN8Wx4IZgkA4+phm4g2eMljGcEmIIdqn1MCiA34qf8som+L/CE3IQ0AEBQUhEYIFovt7e1dW1vT0tISi8U+Pj7BwcG9vb2Ghobj4+NRUVExMf8+eq2lpdXR0WFvb49uMXM4HCUlJekF32Qy2dHRMSkpKSAgAAAwNzc3MTHB4/HEYrG2tnZ/f79AILC2tubxeJ6enmi0P7z7g3lremXkdSMRggMvunQiStHIoQUEAxAX8Ip3BXLS8bdHb95IU9fUGBwcdHR09PX1BQB4enqOjIxkZmZevXoVbSQ3N/fixYtoL5SVlaW9qKqqQkP9frq6us3NzdK3bW1tWCxWGsyqqqoCgSAwMDAiIkJfX7+/v9/R0bGpqampqQmHwz1SN59cMJhl15MRzEXL69kTFR9aNyLnZxDtZUS/E1HdfNYcvB7U8Qr2MvKJ8Y/+3n2lujepRe0LpZaYGswJrTzvTGvlCzWXSIZyGDSYczzT/Aw8Q0x8dypZmwXz26WbyzkTh/928IKC0Zd/P1x9ibRVtCr/qRwazPxSallIgfLh8+hJPY8azKyyjU6LG2UvnB9E1NYQ7BCiOYxog594b7zhnPXsSRvkz7GKzgZn9RMdYuZvj1mcN01zSWyJqf77H/522Tzo3GdnrZTMptMH1L5Qmssa2ipaZRKW2UVr9wezoGzTScM2wBA/nTEwlzXMK6ac/eQU9pTO8Q++zHJPQZ+n+X2CmVW60W56vfyFc0OI+hqCHUQ0RxEd8IrP2uuOGc+esED+GK3kxCmlcIs3LqpZh5j4LuXNOqrbXDYP6k9q+ejPHwab+CodUjA6oz9/a+TMJ6dmMge3iKtMwjKHtM4h/UcwO6nbemFcFm6Nzt8aoRcuah9TN5TDfPmPw9cvXhVXMGj5C98hmJml6zPRzSW/0ulAlBcRzCyC6URUhS9cFP7Cr/wlFTzyd5u3j89lDrK+OhotDWbMCa26iFKd4xpFATlGZ/TbrtaeP3hWGszxdpEX1a3RYN6pYLTG1MgfkFu7M7VVtCKuYIaY+F5UtwHVHOlJBg8fzDsSSf0Rx15Emf6c2fIzBpWIwgiiCV72Zv3Kp+A5eSPk7ZuBkQCAwcFBIyOjvr4+AwMDkUi0sLCgpaUlkUh8fX1VVFTU1dWDgoIAAL6+vpGRkdIfkYaGRldXlzSYmUzm2bNnpQdW6+rqHB0dr127hm5c3rx509DQ0NzcXCKRYDCY8fHxzs7OQ4cORUVFKSgoODk5PdLv9/5gpnSPV7ysMoPoMp+/MIpolyFnaIgpeC145nW7OOSg+WsfpyVc/+jAx+7u7nFxcWKxeG1t7bPPPgsLC7OwsJCTk0OPDUuDmU6nKygoSHtRUVHx9WDGYDBNTU3St98YzD4+PpmZmTU1NVZWVhYWFq2trTCYnzYwmHfdv48xFy4yStYGLtwof1m5/hnFKURnHsFs/8R56Q375BeOOSB/Dvyb+lbRamtsrfynp5nEZUtF03/8/m/FQbntV2t1jqnTCxftVCyzPW6UBOWd++wMJW8W1PL6Elt6E5rOHzy7kjOZ5hyvdVSNTVozOq0XYOgFyAJJFctWxTLU1E96MtQjBTODtLqc1F37J9PK58/3IurzCIby3AXB6/jSn6gGIh9bIu92BJKwZ/XKQgpAF3DSsL10IdBbz9VR3aY0OD/b88bZA6cGkloxxzUT7aNBg3Ajd6Y3oUlUTr/tecPkLBYNZgc1q1THONACdiqZLOKK0iGF7vjGqjCi/Kenl26PoVvMpIC7eie1vkMwM4pXF+M6a94xrnz+fB+iPo9gqM+bb7+BL/6JSgDykQXyblsQiVNK4ZDW7VQs0l2TQC8IMfFz0rALM/O3VjIvDyfe9kw7e0BuIKnVQE432ioc1PKp+XPtV2u3S6mVYUTFgwpoMNsq467ZRIAOAKq2qHlzmBNa7bG1rTHVJz48im5/o7uyVT4/zyQu65/SznRP/vZd2YSlzcKFtjP+FT8634wozyGYxWf0d1716vu5SdSzh3HI724oebJLN+7/ewsNZpXPFSdv9oWZBbz3278k2EUvZo/KfXSckjcbZOQdbOLbElNz/IMj0+n9oJY3ebOvK4586qPjRQF3QIOIkjuj+rliWUj+Ss5ES0z1owYzAKA/IL0MOduFqC4j+qOI1sazZuD1gKaf6IYjn5gi73ZVktHJrK2tT58+nZKSAgCYnp5WU1MTi8VeXl55eXlMJvP06dOzs7NEIlFRURHdlV1dXY3FYrlcLg6Ha2lpQRvBYrHx8fHoa3t7+9TU1PHx8aNHj05MTAAAxsfHVVVVxWKxjo7O4OCgj4+Pr69vWVlZQUGBsrLy8vLyw/9+7w9mPpNdd8yxGpEfQTSXEL1hRFPwkhP7F175P5J3Rf4a+IVuYX6B6X3hmpiYaGxsXF5eXl1dff78efSo8507d+zs7AAAYrEYg8HcuHEDndjGxubGjRssFmt4eBjtOAAgODjYweHenfhmZmbq6+uNjIzQt4uLi4qKigKBwMvLC10VWCz2rbfe6u/vb2xs/HrGP61gMMuuJyOYCxYYpJX1tKGeI15lr6qWIwrjiM78a1a3fnrOA/mHxysHe4NKhVWsttha9S+V+aXULPeUd3/7F2r+HDmyzPQsll646KblkO6aJKxkBRv7qHx+zk3XyVXLoTexWeuo2lByO4u4fP7g2forZbPZo2qfKzmoWV9QMLJRxtEKFpiE5e8QzLTCRXrRyoRlVt3/6ZFeONeOKK++jGt4XT/0+YP2yF9un8fzS6mGZ/Q0jqhcVLfBnTPuTWjSPKI6ktIJarg7lSxzBeM0l4SB662qnyu66TiayRvm+2TtVG/leWdaK5szCcvCcpqHrpP8gdPOmnb+Bp4bubOYE1o1l0iiCgbmhOYtj9TtEiq/lFoWXHBBwfA7BDONsEgnLo+bp9e9pUd6/lwHorz6Mq7+db2Q5w/aI3/JUfJhFa0yiMu84g13bcdzn51x03EyPqPfGluLPaXbea0e1PFBDddO1fKqTcR4Wo/OcY2L6tZGpzHprkk7lVs1l4u1j2lQ8+cFZZt+WM/TH59w1b4YYOg1lzWEO2daHlIAqjn6J7VvOMeLKxjc4o3qSyTMCS0mcdn8nFGO103+Q5z8xShZW7zU0Pq+dfHLSrXIufnnDUbeME94+YQj8m7YH5QXUvtZxWv/2f3VyZt9eie0J9J6O6+Rf/+r3/UntS5kj6h8fp6SN3vZPAjd0RJvF6X2haKbjqOFounS7fG6iJIzn5xy03XW+FLlCi4EkIWpTnFnD5xCL756pGBmDc2R3zUvf+58O6Iyh+iyX3aYfMMq7oWjdsifrhwxEG7fO3f69u3bb731Fnq61uzsrIGBgVgsDgoKysjIAAAEBweHhYUBAPz8/ExNTd3d3bFY7NDQEADAwsJCT0/P3d29srJyYmLC2NjY3d3dysrKx8cHPd06Ly9PR0fH3d3d0NAwJiZGIpGYmZnV19cbGxtL/3+wtLTMysp6+N/vAyd/zcWTqn6qXvnM+UFEY+UZA+7P3epf1Q1+5oAF8oem+Dsdfd3SRJRIJDY2NmgYAwCioqLweDwAgEAguLu7oyPHx8cxGIy0F2KxuL6+XlFRUXryOYPBuHDhgr29vYODQ3Z2dn9//+HDh11cXIKCgjo6OgwMDAQCQVBQ0PXr1wEAra2tv/vd7/r7+1tbW9Hs/yGAwSy7npRgphUs0Emr61c7e770JL2uSnpeIf3lM+7Ih/gXPu50zuFV0emFixu5M7OZQ/TCRWre3MKtESZheT13ej5rmFawsJg9upIzySSubBWtdl6rb4qqXL49ziKuzGYOUfJmWcSVuazhhexRXil1JWeiObqqNbYGjauHvADmGy6XIizRc+cnjVNqfm9Q+OI5wkvnQl867Ii8m3HIilGwtFW8Nps51Hmtvjm6Cq1kOmMA3YZjFC4t3x6fzRzil1IXbo00RVX2xDcyCcsMwtLanamFWyO0ggVG4eJi9lh3fENzdFXnNTI1f24+a3j97jSLuLKYPbZwa4RRuEgvXFy/Oz2fNfIw9X/T5VJLtNy5SYPr1b/TL3xRofClcyEvHnZE3r31hR2TsMwkrdIKFuiFi4vZY13xDU1RlXNZQxzS+nTGAHolEpOwvJIzMZs5xC+hLmaPNkdXdcaR0eMC67kzc1nDtHuXQk10xzc2RVV2XiNv5M4s3BpdvzvNJCwvZo+iF1zdP/38rZHVO1PfeGThwbOyCxcZpNUl34rWf1oTfqpIev5c/E9OOCPvh/9Cbia2hVPx4F4QesECNX9uLmuYmjdHL1ycyxpGx8xmDtEKFpZvjy/dHkNv/96f1NIUVTmV3s8hrfNLKBNpvU1RlV1xDRzSOoO4vJIzMZMx8B22mAEA62nV5N8ZFb6g0Igo9f3MIOmncs7IX8P+IL8+MiOdRiwW0+l06WsmkwkAYLPZ6GlZAoFA+unExMTQ0BCNRkPfMhgMdAx69jKHwxkaGhodHf2PAtbXh4aGxsfH0f3GTCaTx+MxGAzpBFwuF13iQ3ogmEVMzoR5XNmr6sRnzvQ+p0V+DRP24uf2yJ9ysPgdoVgoEt3fOIPBEIvF6Gtpv/h8/tbWlnQaFot1fy+2t7dpNBpaPGpnZ2dkZGRkZATdjF5cXBweHh4bG+NwOCwWSyKRsNns+4NcIBAIhUIWi/XwfXyi/SCC2c/PT3rM4wni5ub2qCdbPjapaamFnrdAk2SngokOknqeMHOGYniz5R3T8OcOJr+tPh9UC8gCSSVrp5wpqWSBau5OORNUboEa7k4FOoazU8EE1RxQtSUuZ4DKLVDLB7V8UMXeqWCCaq6kgrVTzgTVXFC5JS5ngGrOvycoZ0oX/b8HUMOdzRhyULMG9cJ7I8uZkhqOpIyx5VMzeQh/85UzYS993qgeIS6hgVrufyzoXoVcSQULnRFUc9Cl35umhiepYN0rvppzb5qqr2av4d3roLR+tHJ0PaDTf3v9/IkbvU4atoAs/o/6S+hb+KqJz7xu/EQu/MdfNmtF75TSQS333pq5v4yv96KKDarY9/f03qpG/5mk03zVC0kF64FeiMuZOxVoL7jSPn7jPwogi5w0bGfSB9B/950K5k4lC9Ryt+P6l5Wiy36lFfTsp7kfWdJTRwFZ8I1rAF26pIIlqWChxaDd2amQdoSJfoR2VlzOQP/d73WtkiUuZ4Cqe6V+y9pu2iF4ZiclX3/gCy+82zH8hSfpZ6pxLxzxQv51418Y7tAT81iOrwsMDJSe6X2PBNA8c9retbz7onzocwf9XjhQYRS4T9VB3zuYR0dH/WTeF198YWlpud9VPLKDBw86OTntdxXfTOGcgtphJW+sm5vORengbujmoWQd/Mdzrj/51OKguo8J3k3X0U374v3TPP7BA+NsqWh24K8f4fVc/j1e+6KbnpOHvqvHxxphrx03/b/PvTAungZu+17t1wdPjLP5OeNP3/3YW9/1P+t39tB39fxII/S1o8Zvf4HXc/HEymL9eH3XT9/92ELR1APjfN94Rw8jD/eTxuG/OWP9s08c5c3wxl77XqqbzkVvrJv6YaWz8mf/4+se4B8QGOAnb1T9rlnKT+Qsnn3fQcs4KDRkn358u+DIkSM4HO7+Mf7Bgb4uHlcPYuv+YBTy7Gcmv/jY190rIDhovyr8/h5p376s+b7BTKPRWmUeFovNysra7yoemZaWVnFx8X5X8c0uXrwYER3R2t3W1tP+76G7vb2/a2R8bGl6rmu47z8+2sehu51QQtTV023r/vqnHZ3D/cvTc8Pjo+29nd80gQwM3e15xHw9rF7r18vr7ega6V+enhuS7fr1sHqFxYSvl9c+0D09OTUzNd0x0C0jxbd2t0XEXLG3t3/wG9/e1j3QR++dmk8smR+Z6OzraW3bjx/eLjEyMkpPT39gZFtnx8TYGK2kay67ZmJior2zY19q2y0PHA54svwgdmV7e3tPTk7udxWPzMnJ6f7DSDIlMTGxoqJiv6t4WBsbG66urvtdxXe3vLzs4eGx31V8dx4eHjJ71/evq6ysjIuL2+8q9pafn98TnVtPvR9EMMOTv3ZdbGxsUVHRflfxsObn59GLLJ9QU1NTzs7ODz99W1tbRETE5cuX0a/98PBwZGTk5cuXh4aGBgcHIyIioqKirly5gp71ymAwkpOTORyORCK5ffv2lStXoqKiIiIiGhoayGTy7OxscXEx2iyTyayqqgIACASC+Ph4CoXykPU4OztLbw0t+0gkUlRU1H5Xsbce6V7Z0OMHg1l2wWDeLT+oYG5sbNTW1i4vLy8oKFBRUZmYmEhMTLS0tCSRSJqams3NzRUVFYcPH46Li0PvIpmbm/vOO++Ul5cDADo6OiIjI+Xl5SsqKkZGRjQ0NIaGhrS1tdEThe7evYuuxqampt///vcPfwwPBrOsgcEs42Awyy4YzLvlBxXMnp6eJSUl6Otr166Fhoamp6fn5uYCAAwMDNAwNjc3n5mZAQCIxWJXV9f09HTp+hkaGvL09ERf6+rqbm5uxsfHo7t2bW1tGxsbAQDu7u5paWn29vb3XwDzP8BgljUwmGUcDGbZBYN5t/xwglkikeBwuL6+PvQtiUQKCwvLzMw0MDAIDw+3sbFBz1owNjZGfxG9vb2WlpYikcjExKSjowMA0NHRgS5LKBRiMBgKhTIxMWFnZzczM+Po6CgSiaampiwsLPh8vrm5OZlMfpiqYDDLGhjMMg4Gs+yCwbxbfjjBDABwcXG5du2a9DWRSMzIyDA1Nc3NzZXeJsLQ0BD9RQQGBp48edLBweHAgQPohnJHR4ejoyMAQCgUamtro7eycnd319fXR++zmJiYeOjQoYsXL3755Zc2NjYPUxIMZlkDg1nGwWCWXTCYd8sPKphnZmb09fV9fX0dHBycnJx4PF5KSkp6evr905iamo6Pj3M4HHTTmcVi9fT0KCkpsdns3t5e9Ax2oVCor6+P3pknLy/vvffem52d3dnZMTY2bmtrY7FY4+PjZ86cQZ+Y+7/BYJY1MJhlHAxm2QWDebf8oIIZAMBgMNra2jo7O9H7HTKZzAfuZYg+1lcoFG5ubkpHrqysCIVCgUCAjpRIJBsbGyKRCAAgFArX1tbQkfd/J5eXl/l8/rfWA4NZ1sBglnEwmGUXDObd8kMLZlkDg1nWwGCWcT+IYPb19Z2dnd3vKh6Zi4sLm83e7yq+2fXr1x/12ez7iEajubm57XcV393a2pr0TOknkaenJ5VK3e8qHlZNTU1CQsJ+V7G3AgICnsR7Lv1wfN9gXl1dLZJ5GhoaV69e3e8qHpmiomJ6evp+V/HNzM3N8Xj8flfxsFJSUpSVlfe7iu8uKSlJVVV1v6v47lRVVVNSUva7ioeFx+PNzMz2u4q9paWlFR0dvd9V/C9lZWXl309PT8+uZOS++L7BPD09HSvz5OTk3N3d97uKR3b06NGgoKD9ruKbqaurm5ub73cVD8vPz+/48eP7XcV35+3tfeLEif2u4rs7ceKEn5/fflfxsMzNzdXU1Pa7ir11+vRpV1fX/a7iv7oaG+vj52/v7O7g8t2HqGuJM4urezdML67SmXv1GMofxK5sf3//hYUn7xltbm5uD3Nmzb5ISUmpq6vb7yoeFpPJfKLvNU2lUtHH0T+h8Hi8zN71/evq6+uTkpL2u4q9FRQUhN5hRjYJhCIzHdUQG11/S+3vPOBN1ey15PZucNSW01GW53D35Mm8P4hghid/7bpYePLXYwRP/nqc4Mlf+25wfMpF6wRoiADlobI7VIVaq59cptD2Yg3IXDCzxlrnc/zZM3272OYeBTN/fXbhbuBshjtrtHnXGwe7Gsy0nvLpFIdlUoyAtjsN7nUwizjM1bKE6RQHamvBjmj7e7b2GIKZ0nR3NsOdM78nf//taTBvby7P3/afTnGYTr3Ime3fi0XsVTBLJGuVyXPZPtsb87vY6mMO5q3xtpmbrgt5IbyVice20McZzDvC7Q1y9nSy/Xptupj7UPt+hydnXHTkQFU4pyhIZgdRSZCN1plVKn0vVppsBTOjv7rT8q/k88h69Y1dbHaPgnkq0brL9h/tpm93WvxFxNn9PXW7Fczb1MVu+w97XQ82qj43m7k7e3T3OpjX6zK6bP/R43SgUf0F5kjj92xtr4N5a7KzBfNq3WlkbVe/t1J7GsyMwbr6c8hQkOJImDprvG0vFrFHwUzrIDWqPkM+jzD6d/MCgccZzDvC7QEfuX7Po806rwyHqD6ehYLHG8yMoYYu27/3eXzRoISs16Z/+wwwmGUtmPkbc+v1ma1Gv96oy9zFZvcomLkLwxKxaLnkapPWy0Lmwz4C7+HtVjCLeWzu4ggAoNv272NR2O/fINj7YOatTm1NdW3UZbaZ/IY93f09W9vTYJaIRSPhmv2eRztxf1yrzdiLRextMA/U1Z9DhkNUFvJChKzd/xqDvQlmEZvejz8x4HOqw/wPjIHdPN3hcQazRCxkDjfwViYH8CfGY4wfz0LB4w1mAX2VOdpM76tqM/kNtSX/YWb5xmDml13erriCDrzScC4phF8egb7lFodwi0Oln/LLI7ikYG5xyHZlJK80nEMM5BQFbVdc4RaHcooCH4xYUjDaMq80nFscyi+P4JdHbFdE8kovoTPCYAYAAO7yWKvhLzfqdvM/uL07xizmMnudP52+bisRi3a98d09xkxtzm03/S1zqH5XWtvrYBayab0uBxtUnh3wPCpgrH/P1vY0mDfIWf2eR+ndZR3m76w93AbBo9rTYBYwN+bvBIzHGjdpvDhz03UvFrEXwbyYFzocrExtzW8zfuvJDWYAwGp5YpPGiy2YV1fLHt/F04/1GLNEPBKm1qD8bJfN3x/yWM/XgjmYUxS0EKU1E3p+9pLKTOi5lQRjNsF/PlJzOuTcTJgiK897M8txOlhh9pLKbLjS3CUV5l1PZq7XdLDCxg0rftklNsF/LkKNftuFWxz6QCpvFfguRGlPBctvpFrSbjnNhCnOhivNhJ5fTTThloTBYL6HvzbTavirzdaCXWxzr44xr02PhKrOZrjvesuoXQzm9brMfs9j9L7KXWkN7HkwS3jL45zZflp3aQvmZ7MZ33f3+54G83CwcqP6j7ps3m/SfqXP9bBwa/Pb53lEexvMX/3d0+91bDh0T/am7nowS8SinosfNev+rNPq3SbNHw+Hqu7iX8aPM5hFHMbWRAd/bWbsCqbN+DeP7TDz4wxm/sYce7qbNd7Wbva70cvaYGfnW2f5xmCmZthNBsg16/5sIUqLnu0y7PbpkPPHGzesht0P9tm8t5l5cTXRtN3k/wYcP6DctGUTA+cvqzWo/WjA4Z/c4uCtAt8m7VdWEoz4ZZc5RcG80nBe6SVe2SV+2eXla9iVOIMJ3xMdxm+tJ5tTbtqsJhi3Yn8xhj/CL4+AwQwAAMwh8oD3SbIS0uPwIaXx9m41uxfBLN7m9nsdq5NHRiMwY1HY3doSvd9uBTNzuJF8HunA/XE8xnDmpot4Nw6H73Uwz9x0GfSRGw3XbNL88UrJte/Z3J4GM3O4cbUyeTbTo0Hlmcl43M727l8+safBvFpxvdfls+EQlRbMz1dK4/diEbu/xSzZofeUr1YmTyZYkBWRhbuBQPLt/90/pMcZzFtTnf3uX4zHGHVa/rXH8SPh99459JAeZzAvEaP6PL4ci8I2a78yk+b0MP9S37gre7sycjXRpN34LVauFyPHrVX/dcoNK1F9PO2Wcyv2F0sxGH75lV7bv00GnBLWxHJIwQMXP5gJO99j+Wdqhj2HGNhm8OZqkim/4gor32f2kvJkgNxkgNxMmNJWgZ+w9upKnEGr3uubGQ7C2mvrybh247eoGfZwi/ke5hB59ApmKslmLFJfxoN5R8hfzA+buGY2FoUdjdCV5WBmz/ZNJVpPxF0YvaQ1k/ZEBDPgr01NJ9uPReqtVaXsCJ+As7LFvK3ZDDf27G5eTSC1p8EsYjPmb/uNRWDW6zL24ogM2MvLpbYp8zNpztuU3bxLwWM9xrwjXq/LGL2sM5PmtEenxH+jxxnMQubGXBZ+NEJniRgp5DxUjH1jMPNKw5fjDNqN32LkuK0mGLVh36Rm2G9XRtJzXDtMfjMfocEtDu21eW/C74SwOmbtunmP5Z8ZOW5Dzh9P+J/iFAW1GfxyNcmUXxbBJgTQb7vQshxptxzp2c7ckjA2MbDH4k9jPkd5peH8sksDDv8cdv+MVxqObqnDYN4rrq6uAwMD+13FI7OxsZHZ65ijo6OJROJ+V/Gw5ubm7Ozs9ruK725ychJ9RvITytHR8Qm6WX1RUdGVK1f2u4q95eHhIct3e9o3DQAAIABJREFUrPyvwXwN22b0K/ptF3q2cwvmteU4AzE5YS35Qhv2zY0bVhxScI/1Xyd8jwtrrk76n2o3+vVU4Jk+2/e6Lf5Iz3ZpM3hzPdVCVBe3VeA3G6404X9y0v/UbLjyVoHvsNunI+4HeaWXtquiKDesW/VfX0sy3f6f+7FhMO8CLy+voaGh/a7ikTk5OaHP2pNBcXFxxcXF+13Fw1pYWHBxcdnvKr676enpJ/ohHG5ubuhznZ8IJSUlsbGx+13F3vLx8enr25O9O7vivwZzvGGH6du0W078ioi5S6p9tn+bCpbvt//HbJgSrzR8q9C/z+79qcAzbGJAj+WfFqK0eKXhm5n2XRd+vxij22P112G3z2ZCzlHT7dnEgK0C361CX05R0HTIuRbMzycDT08Hy9OynSf8TvbZvscu9OeSQmAw7y0GgyEUCve7ikdGp9PFYvF+V/HNtra2eLw9uRfdXhCJRHT6nvx+Hg+RSPStt7Scn5+X2fBjMBjoc52fCDweb2tra7+r2FsMBkMgEOx3Ff/Vf7mOOXir0I+R484mBHBJIbySUFq2MyXNmp7tzCsJ45JCOEWBjLserHxvNjGAnuPGJgZySSFcUjDjjjsrz5uZ60XNsKfctGHl4bmkEA4pmEsK5hQFM+6407Nd7n2Ui2fccWfle3OLvyWVYTBDEPTtrl+/fv369f2uAoJ2wX+7wQiXFMwrCbt36JcUzCsJQwcO6d7BYG5xKJqp3PtHloRxSSHc4lB0Yi7pP44cS8ejH3GLQx+8pAoGMwRB383Nmzdv3ry531VA0C6Ad/6CwQxBTwMYzNBTAwYzDGYIehrAYIaeGjCYYTBD0NMABjP01IDBDIMZgp4GMJihpwYMZhjMEPQ0gMEMPTVgMMNghqCnAQxm6KkBgxkGMwQ9DWAwQ08NGMwwmCHoaQBvMAI9NWAww2CGoKdBRUVFRUXFflcBQbsABjMMZgiCIEiGwGCGwQxBEATJEBjMMJghCIIgGQKDGQYzBEEQJEPuBXN1OJcUJLODuBQGMwRBEPTDMDg+dVHtCKgK4RP9ZXYAJf44lWMrFNperAEYzBAEQZAMWadQNM7J2WLOWWkryOxgo6Ogp6nC5fH3Yg3AYIYgCIJkC18g3GRxaDI8bLI4AqFoj7oPgxmCIAiCZAgMZgiCIAiSITCYIQiCIEiGwGCGIAiCIBkCgxmCIAiCZAgMZgiCIAiSITCYIQiCIEiGwGCGIAiCIBkCgxmCIAiCZAgMZgiCIAiSITCYIQiCIEiGwGCGIAiCIBkCgxmCIAiCZAgMZgiCIAiSITCYIQiCIEiGwGCGIAiCIBkCgxmCIAiCZAgMZgiCIAiSITCYIQiCIEiGwGCGIAiCIBkCgxmCIAiCZMi+BbOYLxAMzPOI3Vv1Q5xFyv0fSQAQ9MzyiroZVX3c1c39qhCCIAiCHr/9CWZ+5zTnaLjwDadtxIzxgunYe/ZjMQVigQgAwKno58tFCl+9uI2Y0hDDob9YD1zO2RGLpfNubm6OjY1J3zKZzPHxcYlEAgCg0Wizs7MAABaL1dTU1NHR0d7e3tLSQqFQhoaGyGRyQ0MDn89fWlpqampqa2tDW1heXhYKhQAADoeDzo7q7u5uaGgQiUToW4FA0NvbSyaTJycnAQA8Hq+rq4tMJre3t3O53PX1dbQR1MLCAp1Ol74dHh4mk8nr6+sSiWR5eRkdOTY2RiaTe3t70bdTU1Obm5sAAD6fv7q6io5cWVlZX19HX8/MzDQ1NTU0NHC5XGnLU1NTLBZLOjGZTJa2jxodHSWTyQsLC+hbtObx8XEAgEgkGh0d3d7eBgAwGAwqlYpOs7293dPTQyaT5+bmpH1vaGhoaWmRrg0IgiBoj+xDMHNGF+m/tAMIDryABy95AcSGhuhWIadIDpc3Szr5P7aQIDjwghf4MR4gNguI+m3kSHVc1s5XsycmJr7xxhsDAwPoW2dn5z/+8Y9oODk6Op4+fZrNZi8vL1++fPn8+fNqampRUVEFBQUnT54MCQkJCwtjMpkYDMbFxcXBwSE8PHx7e1tfXx9NoOvXr3/yySdoNqekpDg5OXl5eTU3N6ML6uzsPHLkSEhICAaD6evra2lpQd8mJCQsLi7a2NhIY4zFYp04ccLPzw99m5GRYWxsHBISEhQU1NnZaWRkBAAoLy/HYDAhISEWFhaxsbEAgGPHjp06dQoAMDg4aGlpKZFIRCKRoaGhtrY22o6ysrKTk5OPj4+FhcXMzAwAYG1t7f33309JSQEATE1NWVpahoWFxcTE8Pl8dJaioiJtbe2QkBAPD4+1tbWsrCw9Pb2QkBADA4Pi4mIGg/Hmm2/i8XgAQHp6emhoKDpXY2PjoUOH0MlGR0e3trZsbW29vLw8PDxu3769B98ICIIg6N/2IZinvDOXEDXwgjP4OBt8mg1+GSB6yaYHUQ1FPmt7WQsgtuD1YPDZHXDoDvg5fgPB5iBf4n735cr6Gjp7UlLSmTNnwsLCAABTU1P6+vqamppUKpVCobi4uNja2hIIBHTK5OTknJwcAEBzc7OdnZ20ACwWy2KxlpaWtLS0aDQaFotdXFwUiUTOzs5OTk7JyckAAAMDg+joaACANOQaGhrc3NwAAMHBwdevX29qagoICEA/2trawuFw0mAuKSlxdHS0trZmsVizs7Pnzp1jMBgAADqd3t/fb2xsTKfT9fX10XDl8Xjy8vJ9fX2urq7Hjh3Ly8ubn5/H4XAAgN7eXmtra1tb29HRUbTslZUVAEBMTMzFixcBANnZ2e7u7ra2tkKhsK6uTl5eXiwWAwB2dnYAAAsLCyoqKujfGUwms6ury8TEBN3aHhsbU1NT6+zsxGKxJ06cmJ2dzc/PDwkJQesvKytzcXEBAHh5eZFIpPj4eA8PD/SjtbW13f0yQBAEQQ/Yh2BuMQhrQeQ5z5pJfh0I/p4Efh0s+pH1FKJDQORmEB3wU1/wrzQgVwo+zeS84jCIaCQhh/V++o+F2Tl09qtXr0ZERLi4uFCp1Pj4+NTUVHNzcwaDkZube/PmzenpaRcXF3TPdmxs7I0bNwAA3d3dBw4csLe3T0hIAABoa2sbGhpqaGig+2b19PRoNFpzc3N4eDiVSrW0tBSJRNPT02pqaqamptK47erq+vTTT83NzR0cHOh0ekNDwyeffGJvb5+amsrlcq2srKRTuri4TE1NJScnEwiErq4uNORQ09PTZmZm/f39+vr60pH29vZFRUXu7u4EAsHExKSmpsbBwQEAcPny5cbGxrKyskuXLgEADAwMRkZGAABDQ0N6enoCgcDBwYHBYISGhlZUVIhEomvXrikpKd2+fRvd4dze3n7hwgXpUkgkEhrnAACxWGxtbU0gEPB4fHp6upeX1+3bt9GlAACam5v/9a9/2dvbHzt2bHp62t/fv7y8fHe/AxAEQdB/sw/BPBB1p+wZhUFEnYboi5EL4Ef2kuesqc8Y9iBq9BeswF/iwOe54I8xvJesp57HEJ+V90b+5nVInfPVgdWoqKicnJzs7GwHBwcnJ6fFxUVjY2MajWZgYHDhwoXAwMB3330XPYYqDeampiYzMzMOh4MmFhaLbW5u9vDwQD/V19en0WgeHh5qampXrlx55513Kioq0GVlZmZqaWmhr5ubmy0tLXt7e7W1tel0ek1NjZOTE9omm822trZGjxAvLS19/PHH4eHhGAxGTU2tv7/fxMRE2vfx8XFTU9OJiQllZWUej4eOxGAwAwMDNjY2q6uraWlpysrKbm5ubDb7+PHjeDzexsbmgw8+2N7eNjMzQw8VFxQU2NvbT05OfvrppxEREcrKygYGBmhTDAZDRUUF3f0+Ojqqp6cnPfJdWVmpp6eHvt7Y2DA2Nm5vb7exsRGLxR4eHqqqqugedQBAVVWVubk5h8PJy8tzcXG5fPlyamoq+hG6LQ5BEATtnX0IZubYYvU7RlXPnu9D1DcRAwFyATxnI3rWfBHR47yBB5/lgL8l8l6yXnrJsOEl9dhnvzBHfpvrGSmdPSQkJCkpicFgvPHGG+gObW1t7cLCQmVlZTKZXFtba2pq6unpCQC4dOlSfHw8AKCpqenEiRMlJSXFxcWbm5uampqTk5Pont6ZmRkMBtPc3KyiokIikWpqanx8fHR0dBISEkgkUkBAgJeXF7rcuro6dAM0Ojo6JCSkvr7+3LlzJSUlVVVVy8vL6urqiYmJRCIR3Z1eW1tbW1t77NgxMpns5eXl7e1NIBBSUlKam5s1NTV3dnaCg4NdXFwIBIKXlxcej9/Z2dHT0xsfHxcKhR999JGurm5OTo6xsXFdXR2ZTD579mx2draGhsbVq1cLCgqMjIw6OzuDgoLc3NxqamrKy8vl5OQiIyPj4+NLS0v19fWHhoYAAGKxODAw0N7enkAgxMXFDQ8Pu7q6BgYGEggEKyurxMTEubk5XV1dAMDMzMzLL78sPcZcWVl5/PjxkpISLy+va9eujY2Nqaur37lzJzMzs6qqKjIyEt3JD0EQBO2F/Tkrey6ioPrnmsXI2S5EbRUx2H7GHDxryXnGbPvPUeCDNP5PLy6/bNzwimbCj447In+N+JfmFoUmnXdwcBA95lpdXY0ec21qaurt7R0eHkYnWFpaqq6uBgCMjIygm84MBiM1NTUmJiY2NnZ1dbW5uRk9Zbqurm5hYaGlpWV8fFx6kvbW1lZ1dXVnZ2dMTExycrJAIEDHr62ttbS0AADodHptbe3a2lpiYmJMTExKSgqVSi0tLY2NjY2Njc3JyWEymegsLS0taKlpaWkxMTFtbW0cDqe+vh79NDs7OyYmJisrC93x3tDQgFbV39/f3Nzc3d09Pz+PTjk0NNTV1VVRUXH16tWYmBj0pPTGxkY2m41O0NjY2Nvbm5WVFRMTMzg4eP+qRhddU1MDAODxePHx8TExMSQSCe1pY2MjuhFcXV0tXYGbm5to15KTk9HaRkdHY2JiEhIS6HR6e3u7dF1BEARBu25/glnCF045pVa9qkF4Tp6MKM09q8d6xkT8oi34SyznFy4LPzNpfFUn/qXjLsh7wb8+NUfu2ZciIQiCIOjx2787fwnFa17Zrb8xLviRQhkiP/CsJuUFU/prtuNvmJB+rhb50lEX5N3oPyouVnftW4UQBEEQ9Njt6y05BaKt+OrBA86El5XynjvT8Ixy00+1Mn5+LvC5z7yQf946iqOPze9neRAEQRD02O3/vbLF7TMrelcb3zLIf/n81RePeiEfRL56oj0sQ8ITfvvMEARBEPR02f9gBgAABm87o2niCD71x3JFpxzoraP7XRAEQRAE7Q/ZCGYAAADioaXNu81gG96NGYIgCPrhkqFghiAIgiAIBjMEQRAEyRAYzBAEQRAkQ2AwQxAEQZAMgcEMQRAEQTIEBjMEQRAEyZDHFMztY0v+ydWxWU0xWY2PPGQ2htysYwskObezTU1NWSwW2mZCQoKLiwv6kAn0ocIAgNHRUTs7OywWa2Ji4u3tXV1dbWFhYWdn5+fnR6VSo6OjrayscDhcV1cXl8tFn8oAAKiurra3t+dyuQCAyclJe3t7Gxsb9OHHAAAKheLp6Wltbd3Z2Umj0WxsbGxtbZ2dnRcWFpKTky0sLMzNzRsaGiQSSVxcHPpkxqGhIUtLS/QZG4ODg3p6enZ2djgcbmlpCW2zpKTEwsICfd3f34/D4ZydnWdmZqRr7O7du1ZWVmgZQqEwISHBzs7OwsKiuLgYAJCYmGhiYiKRSLa3ty9duoQ+cRIdj8PhcDhcdXW1RCK5du3a6uqqUCi8evWqnZ2dpaVlUVERACA3N7e2thadhclk4vF4Ozs7a2vr/v5+AACXyw0PD7ezs7OysmpoaNjY2EhKStre3kbXs5ub2/3/skKhMDo62s7OzsPDY2FhIS4uDofD2dnZVVVVtbe3Z2RkoJPdunULfZDG1tZWREQEi8VKSUm5v79xcXGRkfeeIRYcHGxlZWVlZdXY2Pg9v3gQBEFPnMcUzDnkwZxLDWvZMzOZE486bGTPRoRWzDJ5sdFX3nrrrYKCAgAAjUaTl5dXUFBgMBg8Hs/KykpOTm5+fl4gEFAoFGtr6ytXrmxubhYVFTk6OgoEAj6fz+fzDQwMhoeH29radHR0FhYWTE1N19fXAQDe3t6ff/45mlU4HC4jI2N9fR19iBMAwM/PLygoiMFgjI6O9vT0mJqacrlcPp8vEonMzMzQR0gpKytTqVQTExP0kYuxsbGHDx9OS0sDAOTl5RkYGFAoFBKJpKOjgy7Rw8Pj2LFjfX19AABVVdWioqLFxUXp850KCwsNDQ3n5+dHR0c7OzuTk5MdHR0pFMrU1JSKikp3d7ePj88bb7xRWFgIAFBUVFxcXERnNDAwqKurm56e1tXV3dzcRBvJyspydnamUCizs7Pnz5/v7e0NDw9PSUkBAEgkEmdn5/j4eAqFQiaTFRUV19fXPT09g4KCtra21tfXq6qqRkZGzMzMhEIhl8u1srI6e/bs/YEaFRXl4OBAoVBaW1sbGxvt7e1bWloEAsH29vbNmzcvXryITubi4pKcnAwAoFKpysrKFArFwsKiu7sb/XR9fV1fX19dXZ1CoQAA1NXVBwcHOzo6VFRUpE+thiAI+oF4TMGc3zxSGd8pLFplFi4+6iAuWkuOIc8yuInx1/B4vLOzs0QiuX37tqenp7u7O4vFqqmpCQ8Pv3PnDvr0ZQCAn59fVlYWAKC2tlZXV5dAILS3t4vFYlNT08TExISEhLi4uI2NDWtrayaTOT8/7+XlVVpa6uvrCwDIyMg4f/58eXm5tPiysjIFBYXs7GwAwMTEhIaGRn5+PplMlkgk1tbWUVFRqamply9f5vP5lpaWk5OTPB7Pycmprq7O2dkZAEAikZycnNCmrKysiETixMSEh4cHgUAIDg4GAERERGhqat6/dWhubo6GLsrAwED6MMe4uLiwsLCIiIiAgAB9ff2FhQUDA4Pl5WX0U0tLy0uXLkVHRzs4OIjFYhwONzMzY2FhIZ09Pj7+ypUrMTExmZmZAIClpSUMBiMS3bupi729/aVLl0xNTUUi0eDgYGlp6dzc3Pj4uK2tLQCgpqYmJCQkIyMjISEBnZ7P52OxWPTRligcDhcZGUkgEJhM5p07d9AHYwMAvL2909PTAQCbm5sYDIZKpTo6OqJ/lwAA7t69GxcXl5SUlJOTAwDQ1dVNSEiIj4+PjIyU1gZBEPQD8fiCuTyug09coRUsPOogIK5ej6mfZXCjrlwmEol4PL6kpMTDw6O9vd3FxYXD4Tg7O6emppaUlMjJyfH5fACAj48PGgN1dXVKSkoJCQnl5eVisdjY2DgoKEheXr6np4fL5VpaWnK53NTU1IsXLw4PD586dWpiYgIAUFNTY2JiEhYWhj6NGADQ29vr6OiIx+OHh4dVVFSuXbuWn5+/s7NjbW3t4+Nz/vz5uro6AIC5ufnCwkJdXR0Wix0bG1NQUOjo6KiqqpJuONrZ2ZWUlMTGxoaEhLS1tR07doxGowEASktLMRhMamoqOhkOh0N3/KLU1dWl4ZeamhoVFRUYGFhRUZGcnOzu7o7D4aTBbGVl5ezsjO73Hhsbs7e3Hx4e1tPTk86enJyMPmsZ/cNlfHxcQ0NDuiB3d/fLly+bm5sDABobG52dnQ0NDaenp+3t7QEArq6u169fLysrO3PmDLohy+Vy0S5LW7hw4YKHh0dCQgKVSr179y56fAEA4O3tfevWLQAAi8XCYDAUCsXR0RHdcw4AMDQ0zMvLy87OVlJSEolE+vr63t7eCgoKra2tu/DlgyAIeqI8McE8x+SGhwYRicS6urq33347JCSEy+Xa2tq2tLScOXPGycnJ1dX1/fffJ5FIAAA3Nzd0V21paam3tzdag0AgMDExoVKpZDLZwMBgc3MTh8OtrKxoamricDh3d/dDhw4FBAS0tLQAAMhksoaGhlgsBgDU19dLJJLFxUV1dfXq6mppykokEnNz8+np6cHBQTU1NTabbWZmNjU1ZWdnp6Oj4+bmJi8v7+TkVFpaamlpKRKJBgYGdHR0+vr61NTUbGxs3NzcDhw4EBkZiW445uXlGRkZoS1fv37d2tp6e3ubwWCMjY15eXn5+PiIRKL19XUsFtvX1+fh4ZGXl7e9vX369On333+fSqWiMxoZGXV2dgIATExMCASCjY3N/Px8YGBgcHAwOrumpubIyEhERERycrJIJOLz+ZqamoWFhSKRqKenR09Pb3Z21tDQEN33MDg4aGZmhgb8+Pj4qVOnnJ2dXV1d//73vxMIBHQN4PH4wMBAkUg0NzfX39/v4OAg/SMgPT394sWLIpFILBYnJCTY2NiIRCIymYzFYnk8nqWlZWdnp0gkGh4ePnjwoLu7u5ub2/vvv9/Y2IgeYqivr9fX12cymQQCQdpBCIKgp94TE8zTNHZWZnp9fb1YLNbV1e3r6+PxeFevXr1x44Z0Q/POnTuXLl0CACQkJKAnSfX09Ghpadna2rq7u8/Pz1+5cmVubg4AgMfj29raEhISmpqaLl++jM7e19fn6uoaHx9va2trYWEh3Vy7c+eOhYWFmZlZVVXV6uoqFotFz/8aHR2NjY1FDwz7+Ph0d3dfu3atra0tNDQU3XCnUCgODg4VFRXKysq2trbGxsaTk5P9/f2hoaFoy/X19Z6enklJSba2tpaWltJjzDweLyoqytra2traure3l06n+/j42NraGhoa5ubmAgBiYmKqq6sBAEQiEd3KRGcMCwszMjKytbWNjIxks9khISHLy8sMBsPb29vW1tbExOTOnTsAgJs3b+ro6Nja2ubn58/NzaHdMTEx6ejoAAAsLy/b29ujY3Jzc9fW1hISEohEonQP9p07d6RdoNFoTk5O6Nlwk5OToaGhJiYmtra2hYWF3d3daMejo6PpdLq7uzu6Ynt7ewEAXl5e6JRubm5oVQCAtLS0+Pj40NDQmZkZsVjs7e3d3t6Ow+Gkx/shCIKeek9IMEfXDy1TvtuiJRIJj8fj8/k7OzsPjP9vs/B4PHRbWYrP56Onf0sn+Po0/6NBtIYHpn9giV+fnc/no+dCS6e5v4b/RigUfuMJUw/MLhaLeTyeUCiUfvrA+nnIxUknlvZOIBBIW0Y7Lu3FA0tBp/wfqwX8z7UKQRD0VHr6gxmCIAiCniCP9axsQdEqo3DxUQdR0VoyDGYIgiDoh+HxXcecF9G4mTO3eGvqUQdaznxkaOXA0sbjKRWCIAiC9tFjCuaWkQWf+IqY9Mao9IZHHaJvNgSk1KzRtx5PqRAEQRC0j+C9siEIgiBIhsBghiAIgiAZAoMZgiAIgmQIDGYIgiAIkiEwmCEIgiBIhjwZwSxaGuI13OS33n60oS1nu/0Ovy0HfX3vBRzgAAc4wOEHNvCaM3eYa/sdZQ/ryQhm4UjdVtZFbqEfryiIVxTELfTj5HvziAG8oiBugS87Dy8d7k1DCODk+7Dz8Kzbrpx8H06+Nyffe+uuh3QyHiGAVxTEIwaw8/DsXC9OvjePGIjOyM7Dcwt8eUWB6ILYuV7sPDy30P/fn94rI5Bb6Mcp8OURAzn53uxcL26hH6fAh0vw5xUFoq2hs3ML/bgE/3sLKvDlFvp9VUAgjxjILfBl53mx8/Bcgr+0WXTify/oq9m50sXl4dl59739qgtoT3nEQOnALfSTvubk+0iXy8nz5uR5cwn+nDx0dh8eMeBeUwU+vKJAHjGAk+d9/4rlFwVxC/05+T7cQv97BRP82Xn4f7cjnRjty/31FAWhveARAu7Vg/Y014tb6M/9qp0HKpeuUrS/9xaNrgdCgHQt8b9qHA5wgAMcvnHYynERb0zvd5Q9rCckmMcbOXl42i2n5WsGizG6lDQbdoH/aqLJUqwe444HlxTKIQZxiEHc4lDaLefFaN31ZBy3KHg2XHnA8cP16xe2KyLnr6ivxBlwi8M4RcFsQuB6isVSLGYt0YxbFMIlhbIJASvxxosxuhspFryScPpt1+VrBovRuvTbrrzicF5xODXDYTFaZy3pwv+3b+c/bd55HsD/gJV2f9pRNatqV93uTjttWkIgCYSEJA1JmiZt0hzcIYRAEg4DPsAG37fNYWOOBMId7tMXBJK2O+pUajvTloKNbW7whfGBr+d5bEhmZn94CKlGM1JnFSlU+3np/cMj28/1la03z/N8QVUCd2eRtTbNIk92tuZ5e0sdTdnBETaqFng6i719VEfjLYsi1d6QaalJdrbmoWqhu7PI1ZaPqPioWuDtLfU8JCJK3kbzXYsi1VKT4u4sQtUCRMV3tRVYFakWebKni4hpxaha4HlYjO/I0ZSDKHmoWrjZTXY03goOsxEVH1ULvT0ljqacwDALVQsDQ0x82T9AtyhSbXXXbfUZ1to0d0fh+v0sS02Kre66r5/mbMm11KTY6jNQFT84wna1FwSH2aha6B8o392Uf6Dcqki1N2QGR9ioir+7a7MsydmS6x+kuzsKESXf1VbgastH1cLgMMvVXhAcYSNKPqLkYRrRRkuuWZ5kq7seHOEER9j2ezct8iRnax6qEdobMq2KNHtDpkWe7GzLRzVCd0ehq52AqoWBYZa1Nt1am25vuGFRpDrb8j0Pi729pa62AkTFR1R8/yDd1ZaPqgTenpKN5jvIKBfViDZ7SsyyJMeDHETJQ1Q8/JsAgUAgP01wiPHMufyqq+zn+qUU8+/RUdYc6wMD9bCtPgMvm0XemXlOwmzpwcAwC1XxUbXQ00XSkSJXpZdM9KPz7FNzzJPr97MWuWfWG7MXeGeCoxy8z3z9ZVP5v10WX5gtPWyuvoZpxHOsk8byo2ZZkp4SbZEnL4s/1pEPrEgu6shRgWG2oylnhrh/teLTBU6CsyXXRI830mLNskRXW76lJuX31/7JLE/empQZy45Ya1IcTbcXeWe+y3ljWfLJRvNdTCvWkQ5MFbwdGGKGJ6rWqq7OM08GRzjThe+UeqljAAANOElEQVQu8s6aZYmu9gJUI0RUfD05ao55fK3yso4Y4WjKCU9UmRjHZ0sPmWWJ6/duIkpu+FHlivTSV0n/Yqu/ERqvQNVCAzXm28xfezqJW5Mye/2Nr9P/1V6fERzhWGpS9JTo6cJ91rrra1VXpvLfXqu6YlWkeh4Spwv3LQkvGMuOrEgu+vrLZogR3p6SrQmZWZb4dfqvHA9uYxqhsezIIu/ssvhj/PhRjXCzi6QnR61UXFqt+NRSk2IoPYSq+LMlh77JeM0/QPf10WaI+319pahGiGnFlpqUGdKBtepr86wP5pjHHU05U/lvrVZc1pEiHY3Z643Z89yE726/sSK95GzNQzWi6aL3pwv3IaPc4AjbWptmLIv7Ie83lpoUS03ybOnhjea7M8UR/iFGaLxyrfKKiR6/NSmb55z6w83XvT0l/oFyPSV6WXJxWXTe00VCNaJX/vuHQCB7MFDMLx9ezPOcU3pKtEWR6h+kI6NcbEwcHOH8SHh3s5uyUwmK1Omi98OPKu0NmTpy1BzzuLH86Ir4YyP9qK+Pio1Jdoq5jzpbegjTih0Pbs9SY1xtBTrSAUTJ236icLUTZoiRc6yT5uprmFY8UxzhaifoSw7aatO3H9egKkFwlGtixNsbMsITsq2Jamtt+jTh3emi9/wD5fOsk7batKef1fn6qPqSg6hauP1YvtF811geZyyLszdkbj2Wm2WJC5yE4DB7tiTa200JP6rCWxlR8gy0WFdr7tMv6m1112eI+1G1YJ5zylKTEp6QYRoxouSFxqTm6qs/5r9tKj8aGpO4O4t0xP06UqS7owjTSuaYJ+aYJ+aYJzGt+Onn9WZZ0qLg3NMvGhxN2cayI5hWHHpU6R9k6CnRgSGGvSHTQIv19ZfrKVG+Phqq4pvox+aYJxb5HyJK/lTBb83ViaFHlfgXGtOIXO2E72//p6udsP1YvtF8x0A9jCi5C5yEqfy3F7inff00PeWgr4+KasTBYZaOGOlszd1+okDVQj3l4Dzr5Dzr5NPP65dE5xd5Z5797v5mNxkf/+3HckdTjrEszkA74mjKDo1Jtp8o1u9nmRjx25/VerpIs5To4Ch3jnHcqkgLjUsN1JiNllz/IN1YdsREj1+rTvT10b678+ZGc25ovOKV//IhEMieDRTzy7dt+hIZKPf2UTce3FngntaTDyCj3PBE9bLowgInAVUJUBUf0wj9g4x59gdG+rEZYqSBdsTfX7bemL3IOzvPSTDRjy0JzgVH2JhG5OsvmymOsNSkmBjxa1VXVyuvLLATwuOVqEqAjHJmqYf1JQenC/fNECNWpZd8/bTp4vf9A3RULUBVAmxMaqQfmy7aZ2LEb3aTrbXpi7wzS4IPF/kfzrM/sNWmhR9VeR4W68hRgWFWaEy6yDtjrU13NGYby+LCjyrxYkZGudNF7+lLDs6zT/kGylCNEFHyDLRY/K77Zg9FR9wfHGEvcE//SHjHSI/Hr1xDY9IV6cUl4Ucm+jFna96y6MKK9KKp/Kins9jzkGigxQaHWbOlB52teVuP5auVlxe4p8MT1Y6mnO/vvGksj1utuhIYZk8X7tORo2aKIzydxb5+mp4S5R+kO5tzTfT4wBBTT47y9pZudpH1lGgDNWazi4yqBYiSh2kl9obM6aL3lwTn1u9nGWixiJJrYhy3yJMNtBhzdaKBFuvro4bGpK52wkxxRHCEjaoE4UeVS8LzOvIBPTnK3nBDT4lev3czPFHlai/QU6KDo5zQmGSBfcrekGlvyDQx4lGNMDQmtdVdN5bHhcal7o7C2ZKDyCjXVn9jjnnC87DYQD2MqoVmedKy6IK3m6KnRCNKvqMpZ6Y4Yo51wj9AR1WCV/77h0AgezBQzC/ftunLQG8pouQ/+6LB10f9kfBOYIhhq7s+zz4VGpNiWnFwhI0/H92aqN6alC0JP5pjnnj6eZ393s1V6aVl0YX1+1kmxnFXWz42JvH1l/9I2DfPPmWtTQ+NSez3MmeK3kdVgu0nCmdrvoEas8A9vVZ5ef1+lp4SHRxh60uiHY3ZW4/lqHrninm94UZ4UrY1KTPLkha5CYEhho4U+UPeW+sNmbvFHBxhB0fYU3lvGcqOGMuPfnvz3/wD5faGzHnmiZ0r5p6SrYkqTCP66RXzs/+5Z6vLeHHFrEgNT8ow7c4V84rkkxXpRYs8WUc6YKDFbvaUGEoPe7spqxWXv7/75pLg3B+z/32ek/D0iWK3mNfvZ5nK4jCtJDRR5R9i6CnRns4iEyPeXH3NP0jXUw4Eh1mLvLNTeW8t8s99m/X6Iv/D8ETl9me1S8KPDNQY/PACQ8zQmHRrstpAi9VTok30Y4iSZ6If3Xhw29GU80Puf+vIB3z9ZZhW7B+kTxHecbXmbT9RICq+gRqzLDo/XbhvSfiRozEb04gwjQgvZkTJCwwxfrj7X0b6MQMt9g9Zr292kbYmZX9VzMFhdmCYNUs9bCo/tlZ5JfyoUk+J1pEi5zmnvs38tVWRuv1Yvv1YbqDFLAk/wgcKAoFA/ipQzC/f07mv/L0lC9zTK5JPDGWxK9JLtrqMbzJeWxZ/bJEnBYaYZlmSkRYXGGJZalKWhOdniPt9/TR3R6GJfgwZ5ZhliQZajLHsiLe3FNOKfb1UHSnSP0APT8pQtTA4wjaWxc0xT5qrr+rIkbaGG8ui8yvij8PjlfhF3vq9LB0xYrXqyiL/rKs1z0SPN9JizNWJG81316quzjHityZlttr0r5L+2X4vM/yoytNZNF0cgSh5VkWqnhzt6SLhDWosizNQY1YrLiGj3OnCdxZ5Z83V1/ApUYiKr6dEmejHLPIkPSUaf8Y8xzg+W3LQXJ1oq89ARrnh8Ypl0fklwbngMOubjNeWBOdQFV9PjnY0Zusp0VZFmreXaq1Jncp/G1HxVys+nWd/EJ6Qrd+/NZX7m9XKK+aaFFc7QU8+4OulutoKdKRIvPmcrXkzxP32eze9vVRz9bXvb79hYsSvVV2ZpeIP4EWoRuRsyZtjnlitvGygxi4Jz+O3so20WFt9xtakXE+J/mP2f/gH6ahGiGkla5WX9ZQosyzRSD+6wDvjaLxloMaEtNLQWAWC3xhvy58h7kfVQnP1tdnSQ5vd5M1uso4UuSy+sPW4xlqbPks9HBqXutsJOlJkYIixNVG9KDj3dfqvfL1UdwdhuvA9V2uet7d0kXfmhztvLnAS1qqu6inRjsZbGDxjhkAgfytQzC/ftulLZJDubi+0yJPs97MQlWCzi2yrz7DWpVsVaf6Bcm9vqaudEBhi2uqum+VJmz2U0HiFp4u02U3BtGL/EMNWd93dUYiqBc9nIxMCwyzk+ZTjwAjLVp9hkSc7W3IxrRivCkwr9vaUuDsKMa3E1VZglic9n5VdbK1Nt9SkbDTfwWdZo2pBcITjbLnrGyhH1YLAENPVTkCUvM0ukrenBNNKMK3Y10ezKtLwicqIir/RcteqSLPUpLg7CDuzstsJ1to0S02Kp4uEaSWoWuB5SLTVpVtqUhyN2cgoF1ULN7sp+O1lVzvB11+GKHnujkJvL9XdXoiq+Pj1orMlNzDE8PaWerpIqFroH6Tb7920KFJtdenenlJ3ZxF+a8HVlu/tLfV0Fvv6aO6OQlQtxLTi4CjH1ZbvaLptkSc7Htzene6OqPjrjdlmWZKnszg4wnZ3FCJKnruzyNdPwzQiby/V2ZqHjHIRJR9R8lGNcKP5jkWebGu4gSi5gSGmu4Pw/F0equIHhhiudgKi4nseEr29pfj4eHtKXG0FqFrg66fhM9UDQ0x3OyE4ykHVQl8fzdmSi6oE+DFjWjGmFQcGGc7WvPXGW2Z5kqu9AFoZAoH8vUAxv3zbpi+D/TRMIwqNV4Sez+EKjVeExqShMSk+JRvTiBEVPzQmDY1XoBoR3mSoRoiMclGVIDQmxadQIUoeouRjWjHeynjwD4TGK/BuQzVCVC1ERrmoRohP9MW04tB4BaaVIEoephGFxqWhcSmmFaNqIaYRIUououJjYxJUJdhZxrejFu7OE949YHy/mFaCb2T3A5hWvLPZ3Vd+siNEyUOUz89IycN3/XxBgGnFeO0hKj6m3RkfDB+EnVOThsakqFqAj9KLFTWi56vznq8uxrSS3ZPdzc6LGhGqEuAjia+Lj/Pf/DB+srt/MfxktPkvxlmz+69uop0DVgt2RuDFii928eJdfPnF0cJNbAgE8ncDxfzybRt/F+yhIMMsCAQCgUD+0QT7ac82ll51lf1cv5BiXvwGUYvQCRkEAoFAIP9oEK30mXvtVVfZz/XLKOa//OlPf3m2DYFAIBDI/zF//vOrbrKf6xdSzAAAAMD/D1DMAAAAwB4CxQwAAADsIVDMAAAAwB4CxQwAAADsIVDMAAAAwB4CxQwAAADsIVDMAAAAwB4CxQwAAADsIVDMAAAAwB4CxQwAAADsIVDMAAAAwB4CxQwAAADsIVDMAAAAwB4CxQwAAADsIVDMAAAAwB4CxQwAAADsIVDMAAAAwB4CxQwAAADsIVDMAAAAwB7yv6lfW+xwVqL5AAAAAElFTkSuQmCC" /> </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFl30m6AhvoObIdkwbhcRk-sUSZ1gXBT6tWvdTQdSlWg0-Kg7hxvHTK5j7ZWfHcJFlDo1uyB0hI6eDP_sW04gJzpPHeIFdj1vNJdSiDRZNllI-T-atbRUM_UhfeQBw1gGw7ONH1OhjosE/s1600/tabla.png"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"><br /></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<br /></div>
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<span style="color: #ff0066; font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;">©</span><span style="color: #ff0066; font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"> </span><u><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Definición de
biología celular </span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<span style="background: white; color: #292929; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 9.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La
célula es conocida como la unidad fundamental de la vida por lo cual muchos
científicos e investigadores se han dedicado a estudiarla. Analizando cada una
de sus facetas, desde su estructura interna hasta su interacción con el medio
ambiente.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<span style="background: white; color: #292929; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 9.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Si
logramos comprender el funcionamiento de un ser tan sencillo y a la vez tan
complejo, podríamos avanzar en el diagnóstico y curas de diversas enfermedades
y trastornos ocurridos por causas externas. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<span style="background: white; color: #292929; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 9.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Existen
diferentes tipos de células, por lo cual su campo de trabajo es muy extenso,
cada una de las cuales conforman gran variedad de especializaciones.</span></div>
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" 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<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<span style="color: #292929; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 9.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En logo del
“Departamento de biología celular y tisular” de la Facultad de Medicina de la
UNAM, podemos apreciar la forma de un microscopio ya que la células son objeto
de estudio para este instrumento de laboratorio. Así como se puede apreciar en
ciertas imágenes que encontramos en páginas de investigación, por ejemplo la
forma de las células, su tipo de Gram, que tipo de tinción es la correcta para
hacerla reaccionar, e infinidad de cosas más con lo que la tecnología nos ha
apoyado mucho.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; vertical-align: baseline;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; vertical-align: baseline;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-indent: -18.0pt; vertical-align: baseline;">
<span style="color: #ff0066; font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;">©</span><span style="color: #ff0066; font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"> </span><a href="https://anacanas.wordpress.com/programa-de-qfb/biologia-celular/"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Temario </span></a><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">del curso. </span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormalCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">En el curso se cubrirán seis temas de los cuales todos se desglosan de lo
que compone biología celular, aprenderemos que son las macromoléculas
biológicas y la importancia en la organización celular, los métodos
microscópicos donde aprenderemos a identificar las partes y clasificaciones,
clasificación y organización de los sistemas vivientes. El conocimiento de la
célula animal y vegetal, su sistema y partes de cada ella donde aprenderemos
los diferentes tipos de transporte a través de la membrana las cuales nos serán
útiles para la materia.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormalCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La definición de los organelos relacionados con la producción de
energía aprendiendo estructuras y composiciones químicas
(mitocondrias, cloroplastos), la glucolisis y la respiración celular se hace
parte de estos temas presentando la energía celular mecanismo anaerobio y
aerobio, y las etapas, concluyendo con los ciclos, núcleos y reproducción
celular.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span style="font-family: "Edwardian Script ITC"; font-size: 28.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<u><span style="font-family: "Edwardian Script ITC"; font-size: 28.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="text-decoration: none;"><br /></span></span></u></div>
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<u><span style="font-family: "Edwardian Script ITC"; font-size: 28.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="text-decoration: none;"><br /></span></span></u></div>
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<u><span style="font-family: "Edwardian Script ITC"; font-size: 28.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></u><u><span style="font-family: "Edwardian Script ITC"; font-size: 28.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Referencias:</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span>
</div>
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<span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Cañas, A. (2015). </span><i><span style="color: #444444; font-family: "Edwardian Script ITC"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Programa de QFB</span></i><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">. Recuperado de: </span><a href="https://anacanas.wordpress.com/programa-de-qfb/"><span style="color: #1abc9c; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">https://anacanas.wordpress.com/programa-de-qfb/</span></a></div>
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<![endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"><span style="mso-spacerun: yes;"></span>Besterfield, D. H.
(2009). </span><i><span style="font-family: "Edwardian Script ITC"; font-size: 18.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">Control de calidad.</span></i><span style="font-family: "Edwardian Script ITC"; font-size: 18.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"> </span><span lang="EN-US" style="font-family: "Edwardian Script ITC"; font-size: 18.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">México</span><span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">: Pearson education.</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span>
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<span lang="EN-US" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>Chang, R., & College, W. (2008).
</span><i><span style="font-family: "Edwardian Script ITC"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">Química general para bachillerato</span></i><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">.</span></i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"> México: Mc Graw
Hill.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>Conn. et al (2012). </span><i><span style="font-family: "Edwardian Script ITC"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">Bioquimica fundamental.</span></i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"> Mexico: Limusa Wileg.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -36.0pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>Pawlina, W., & Ross,
M. H. (2012). </span><i><span style="font-family: "Edwardian Script ITC"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">Histologia: texto y atlas color con
biolgia celular y molecular.</span></i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"> Mèxico: Panamericana.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -36.0pt;">
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(2012). </span><i><span style="font-family: "Edwardian Script ITC"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">Bioquímica</span></i><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">.</span></i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"> México: Elmanual
moderno.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -36.0pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>Voet. Et al (2006). </span><i><span style="font-family: "Edwardian Script ITC"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">Fundamentos de bioquimica: la vida a nivel molecular.</span></i><span style="font-family: "Edwardian Script ITC"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes;">Madrid: Panamericana.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<br /></div>
Anonymoushttp://www.blogger.com/profile/08357398632291845843noreply@blogger.com0tag:blogger.com,1999:blog-6929764514072478373.post-73387838354841930052015-01-18T16:26:00.001-08:002015-01-18T16:26:28.420-08:00Actividad 1: Perfil y expectativas del curso<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Escribe un texto de máximo
una cuartilla en el que te describas como persona y como alumno y respondiendo
las siguientes preguntas:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Me considero una persona con
un buen sentido del humor, siempre estoy feliz a pesar de que esté pasando por
malas situaciones con decir que todo el tiempo ando con una gran sonrisa, me
gusta socializar con personas que puedan llenarme de muchos conocimientos, no
me gusta mentir ni que tampoco me mientan, me choca la hipocresía de las
personas y soy algo especial en mis amistades.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Como alumno me considero
bastante competente, soy muy responsable en todos los sentidos, me gusta que
todo me salga bien como también aportar mi ayuda y mis conocimientos a los
demás. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">1. Cuando lees “biología
celular” ¿qué te imaginas que te van a enseñar?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">R=</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Me
imagino que abordaremos temas relacionados con las células, como su
funcionamiento, su organización, un poco de su historia y como se relaciona
todo esto en nuestra vida diaria.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">2. Al
terminar un semestre de biología celular ¿Que te gustaría que te hubieran
enseñado?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">R= </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Me gustaría que me enseñaran las
características de una célula, como el también el proceso que llevan a cabo en
el cuerpo humano y cada uno de los organismos vivos relacionados con la salud.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">3.
¿Hay alguna diferencia entre lo que crees que te van a enseñar y lo que te
gustaría que te enseñaran?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">R= </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Desde mi punto de
vista sí, ya que pienso que será una materia completa en cual me llenara de
muchos conocimientos dentro de la carrera y me será de mucha importancia para desempeñarlo
en mi profesión. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Para
este curso he tomado la decisión de ser evaluado en la modalidad de
autogestión, estoy conciente de que es una materia de suma importancia,
considero que esta es una buena opción lo elegí mas que nada por el tiempo ya
que todos los días viajo y eso hace que me retrase, pero estaré poniendo todo
mi esfuerzo y desempeño en la materia cumpliendo de la manera correspondiente y
aplicar mis conocimientos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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