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	<title>(주)하연네트웍스 &#187; Bootcamp de programación</title>
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	<description>조달청 최우수등급 음식물처리기 명품 </description>
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		<title>Angular vs React: Una Comparación En Profundidad</title>
		<link>http://www.hayeon.net/?p=20160</link>
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		<pubDate>Thu, 21 Dec 2023 17:14:46 +0000</pubDate>
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				<category><![CDATA[Bootcamp de programación]]></category>

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		<description><![CDATA[Consiste en una extensión de la sintaxis de JavaScript que permite que compilemos un objeto JavaScript para mapear un elemento del DOM (Objeto del Documento). A través de JSX se crea un DOM virtual (que es una representación en memoria del DOM) que pesa muy poco y usa menos recursos. En la siguiente sección, hablaremos [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Consiste en una extensión de la sintaxis de JavaScript que permite que compilemos un objeto JavaScript para mapear un elemento del DOM (Objeto del Documento). A través de JSX se crea un DOM virtual (que es una  representación en memoria del DOM) que pesa muy poco y usa menos recursos. En la siguiente sección, hablaremos de los Props y del flujo de datos entre componentes. En el código anterior, hemos creado una función que avisa de un mensaje en el navegador.</p>
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" width="309px" alt="Qué es React"/></p>
<p>Además, aprender características de Angular, como la inyección de dependencias, puede ser más complicado para un desarrollador que ya haya trabajado con una alternativa. La curva de aprendizaje de un framework depende de su versatilidad, tamaño y naturaleza del mismo. Si ves una curva de aprendizaje pronunciada, es un reto aprender un lenguaje o marco. Aprender frameworks como Angular o bibliotecas de JavaScript como React puede llevar tiempo y esfuerzo. Por desgracia, el proceso no es igual de fluido para todas las tecnologías.</p>
<h2>Hydrogen + React 18</h2>
<p>Además, React permite anidar componentes entre otros para crear funciones complejas sin inflar el código. Como cada componente tiene sus propios controles, <a href="https://www.pronetwork.mx/aprende-a-programar-con-el-curso-de-desarrollo-web-de-tripleten/">Aprende a programar con el curso de desarrollo web de TripleTe</a> es fácil mantenerlos. Incluso si no estás familiarizado con JavaScript,  muchos sitios web ofrecen lecciones de programación gratuitas.</p>
<div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/dTKWCEjK5sI' frameborder='0' alt='Qué es React' allowfullscreen></iframe></div>
<p>En lugar de utilizar un archivo HTML vacío y dejar que React «se encargue» de gestionar la página con JavaScript, también generan el HTML automáticamente a partir de tus componentes React. Esto permite que tu aplicación muestre algún contenido antes de que se cargue el código JavaScript. React como librería frontend ha seguido creciendo masivamente en comparación con otras librerías/frameworks en la comunidad de desarrolladores y no muestra signos de <a href="https://www.pronetwork.mx/aprende-a-programar-con-el-curso-de-desarrollo-web-de-tripleten/">https://www.pronetwork.mx/aprende-a-programar-con-el-curso-de-desarrollo-web-de-tripleten/</a> detenerse. Puedes encontrar React en la hoja de ruta de cualquier desarrollador web moderno. Puede que React sea una herramienta muy popular para construir nuestra interfaz de usuario, pero todavía hay razones por las que algunos desarrolladores o principiantes deciden no utilizarla. En la mayoría de los casos, la sintaxis utilizada para construir aplicaciones React se llama JSX (JavaScript XML), que es una extensión de la sintaxis de JavaScript.</p>
<h2>Estrategia de React y ventajas sobre JavaScript tradicional.</h2>
<p>React no es totalmente compatible con la inyección de dependencias, ya que no cumple totalmente con la idea de programación funcional e inmutabilidad de datos. La estructura de React ofrece a los desarrolladores la libertad de elegir. Sin embargo, la necesidad de diseñar la estructura de la aplicación al comienzo de cada proyecto hace que sea más difícil y más largo de comenzar.</p>
<ul>
<li>Con JSX, eliminamos la necesidad de interactuar con el DOM utilizando métodos como document.getElementById, querySelector, y otros métodos de manipulación del DOM.</li>
<li>Las propiedades (también conocidas como &#8216;props&#8217;) pueden definirse como los atributos de configuración para dicho componente.</li>
<li>Piensa en los componentes React como nuestros elementos React personalizados, que tienen su propia funcionalidad.</li>
<li>En los componentes, la estructura HTML y JS son inseparables, y combinables con CSS.</li>
</ul>
<p>Crear proyectos pequeños o implementar ejemplos de código te ayudará a afianzar tus conocimientos y hacerte amigo de conceptos clave de React, como componentes, estado, propiedades y el ciclo de vida del componente. Recuerda que aprender React es un proceso continuo, ya que la librería se actualiza constantemente y se introducen nuevas funcionalidades con el tiempo. Es recomendable mantenerse actualizado con las últimas versiones de React y seguir explorando nuevos recursos y proyectos para mejorar tus habilidades. Si tu objetivo es crear un sitio web con un rendimiento y una velocidad de carga más rápida que el promedio, lo puedes hacer con ayuda de un código abierto. React cuenta con todos los recursos necesarios para que crees una interfaz de usuario dinámica y sin problemas de actualización.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.hayeon.net/?feed=rss2&#038;p=20160</wfw:commentRss>
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		</item>
		<item>
		<title>Analítica de datos: qué es, tipos y aplicaciones en las empresas TOTVS</title>
		<link>http://www.hayeon.net/?p=19585</link>
		<comments>http://www.hayeon.net/?p=19585#comments</comments>
		<pubDate>Mon, 26 Jul 2021 18:00:04 +0000</pubDate>
		<dc:creator><![CDATA[38983930]]></dc:creator>
				<category><![CDATA[Bootcamp de programación]]></category>

		<guid isPermaLink="false">http://www.hayeon.net/?p=19585</guid>
		<description><![CDATA[Esto puede incluir la normalización de los datos, el filtrado de información relevante y la agregación de datos para obtener una visión más completa. Antes de recopilar nuevos datos, determina qué información podría recopilarse de las bases de datos o fuentes existentes. Cuando hablamos del análisis de datos es importante conocer el orden que debemos [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Esto puede incluir la normalización de los datos, el filtrado de información relevante y la agregación de datos para obtener una visión más completa. Antes de recopilar nuevos  datos, determina qué información podría recopilarse de las bases de datos o fuentes existentes. Cuando hablamos del análisis de datos es importante conocer el orden que debemos seguir para extraer los insights más valiosos de nuestra investigación. De este modo, puede descubrir tendencias futuras, posibles problemas o ineficiencias, conexiones o pérdidas en los datos.</p>
<ul>
<li>El objetivo principal del EDA es ayudar a analizar los datos  antes de hacer suposiciones.</li>
<li>El análisis de datos en la estadística tiene múltiples aplicaciones en diferentes campos, como la investigación científica, la toma de decisiones empresariales, el análisis financiero, el marketing, la medicina, entre otros.</li>
<li>La formación en Química no solo nos proporciona conocimientos sólidos en ciencia, sino también aptitudes críticas que nos impulsa a muchos hacia roles analíticos en campos aparentemente no relacionados.</li>
<li>Como medida de la eficiencia de un algoritmo, se suelen estudiar los recursos (memoria y tiempo) que consume el algoritmo.</li>
</ul>
<p>Así como el análisis de  datos depende esencialmente de la tecnología, también ayuda a simplificar su aplicación. Esto es esencial para que su proceso de análisis pueda llevarse a cabo de manera enfocada en objetivos, sin distracciones. No importa cuál sea el propósito detrás del análisis de datos, deberá indicar de qué fuentes <a href="https://siete24.mx/mundo/un-bootcamp-de-programacion-que-transformara-tu-carrera-profesional/">https://siete24.mx/mundo/un-bootcamp-de-programacion-que-transformara-tu-carrera-profesional/</a> se extraerán los datos. El siguiente paso es la definición de hipótesis y preguntas que se trabajarán y deberán ser respondidas con análisis de datos. Una variante del análisis de datos exploratorio y descriptivo busca profundizar aún más en los datos para descubrir la correlación entre diferentes hechos o eventos.</p>
<h2>Paso 5: Interpretar los resultados</h2>
<p>Algunos modelos,&nbsp;como los de TOTVS, ya vienen integrados con las novedades en&nbsp;Inteligencia Artificial&nbsp;y Business Intelligence. Es el más básico de todos, que se centra en datos de superficie (más fáciles de encontrar), con un enfoque en lo que ha sucedido en el pasado. La idea es calificar el desempeño del negocio, haciéndolo más enfocado para entregar al mercado exactamente lo que necesita, lo que se refleja positivamente en su competitividad y rentabilidad. Para explicarlo mejor, cuando se evalúa el número de ventas, también se observa el perfil del cliente, los productos que más venden y la demanda en fechas determinadas. De hecho, según un informe reciente de&nbsp;Forrester, las organizaciones basadas en datos pueden crecer más de un 30 % al año.</p>
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XyO/9lqEynKxqcmj9Elj/WRvts/LR8pxdw7/ADU2jyhsE8ePyO+9mqnfD4H48fkd97NUHHk1jDdMPBLZH1kb7TPy08Wk/cPjrU5++IwPx4/I772ajviMD8ePyS+9mqCLwisYNNPBPZP0432mflp4n3nYPjrU8u+IwPx4/JL72ajviMD8ePyS+9mqBhNWmj9E9k/TjfaZ+Wl4/E3D461PYcofA/Hj8jvvZqz2XH5gq1BIv0pJ3uMXTSPO46wlCfOoVAVBq4mkdwT2RTCJGr7zPy0ceibh8da9PcOvUOoS40tDjawFIcbUlaFpOxSVpJSoHrBrYqDnJS4wXLK/atVLUbS9cDKmySUtvr6LLrY2JUpzK0qICgsEyUJicdeQaV6NRLDm9S515rheY6lKjKhGwg59R2rQgRhEbVMTjpxks2pSmQXUqQCJ0nKk7PyVEjXaBtE1C15wrW4qfhqlWzQqAB2mdk9oNS65QIzNtogElLpTO4gJEieqc3+zUNGrdZQrQhbZhQ7QZkg6GCArXekbTAr07g3gsbIlwzJqe0j8E2IcVVTySlSoSRmSVgkhRTMZkgkAkEAHfoN0EWhYTmUOmgnVR0KVAZdn5UZTJGoBJTpSk2htSClRAPSQoyUQpXRGbaAFaHpaBREg9IlJkypLgMkkxqrf6ZGyYOkzGhT6MAoisjdvMlIySACUlWuubeoJBkkwqTEaiIO7gmFjNCwopMwTnzk9ihCkkxMQrdrvrLhWGKCCUZyB+JqB27tARMSQDEkUs4OG0oKitSierOTA1WBkCkp1iRCQZEmZoJShqzXVnEBISRPRBOaCRBSB0oURqCQozIjWKWrNaiyifCQSUqG5UAoVMTlXrrsAJHThFJOFXTjyZzwlBggoSlPUEKQQVDoyOmSelsEdJRYY51AIJSvMppwyOkFEKlQjTPIVm284jOJPSqvE51Yh8y0cIsUlbidoUk5EkRIIKubAOoiSRrplSk7627Npthq4QAStwNpSRE5uj0kkHUgIRKh0iUiZpx4bwJfOXYqT4aUmQZ0URnTkJgiCAPB6UEw6Twf5m4CHkgEoC21FPRL5QkqCpIAJSAeqCSJ1TUD4u5W2QDhVciVhqnEzzZUZlJy7NnhhCkqIEzmnYVaLM1rMWbhUsoaAgpKkgqCk6lIBCpSRtTmATvkbq7bilqGHCdEpdmBm/GA1hRBiOkYCj1xmgtTFraHi8yC1tnMISSRGU5tMqilJ0USZInpAJjbHKldKjNJ/AvA1J6bqQkoCsqNSRKYCjGzpAEDdlSeiTFLLVilQWp2UJTlUdgMzBDhVorpA9GEnRIC9aqxwgUErztIKlQAERqraSUKiNQkCJBzK0g6q2A2HPpCyB2c4DKiQNMqdQDBRnzQZMApqBziTUqdkMDAKlu/ziWobAK20ry6j4IUoBMDKBJJEyJG/Ss9qQJMKyhHSESpSIATqmSFplZSU7RngSpJSqptnkqJQ2mUkLKs2kyQpOUtJOXKAnITpt1UJpNdbWV5kfvidVJKgFK02gFKRAhJkE7tAqSmPIqzc2Fa91apcB2lUApcI0WAN4JGVW2QnwpUoREJa/CHCA4kgjKsajpHN4OpSowSY8KRm0MpGlPbn0kRC0KKSC2pvO2sSf3xIVCSk/CbUknw4JBAS76wkhJyHKQpA1IERp0un2KIAME66yZGm6agqGJCqMlyp9kpGWUnLA16M7SMwgx1jTdtAkhUw65fy5ApKm1bUpKUk7IG0HTqEdu2svDexUFjKkkqlK0ggkI0UCEwFQPxurU6RCDYvlBzL1GnRMExrM6Ea+mJq403gsp4ulLF3ZFCFKgJSsE9LUkCcwIBzaHWdEnbIgUyOFF4kEaFRMmVRJVPS0TsMnQTpmnbBU4r/ABr7nk8EZlL2wc0HeRJ6Op2AnWDTTx+6bLaVogOZyNCdMqQpSwNANqYI2lStElBNXZVjr1SFSmXtpQJpX3hRM+T6PNs9NYKqs1SuhaKBYpOKyNVuoFaKDWyldTNGCgcrnqwJqqzWNIpQjYsqVRsrZQ6pW81rspk04cMtBSOoi+QtG0sCaXrO1Ca2EIAFal9egVGTVMrVZru5AFNnFLuatv78mkxappFIxqtUaqKAKrFISpgFWq1SKoBTaJVdQDVBVRSIWZDtUW5NWCq0lUXQrSKtNXk1aaAUqoTWe1bmsFbNq5FOBTHLeDMCtVx2KzOXelaDqppSU1o3rP3TWRD9aFVmm1KfdC3Xn6wc/WDNVyU0qQAKq1zVs1cW6simlOCrNXJFUAq6mlKrhVZqyapmpKJU4uLf8I2Hx+y+stV6T15q8Wh++Nh8fs/rLVelVeG8L3z8t7r/ABatOz8nLnnG/hpWWlCSEpckfm5VfOJPmqIOLMEPXJEhK13GU5ZAOdRIV1ghJEHbMdZM7eE1iHGyIkiSPQQfmNQ4xxtKl3SNOhdvpgACQFOpI8qhGu8gEydkvBtOGJCfD+iB3klWnjFczuGlIdzQcqwkEp6SCoQCMxIEkzoVSdKWrZ4aEMqKuuW1IkAkFYHSQOjl1SkdEGTBrcXlaVDqZSqc2iuiREKlBCo3Qr8UE7BKRiNs0XEhGXcQAM5B0BykgpMqEkToomIBr1SoIUNKFY1377soUhOWRKUNgyIGbbOoJBgTMndMPDA+DhbbSsQEqUnYTJTrJUlIzJKY0ERHYSDrWlilQAbSouEQFIUkGQNNTskkJG4laiNhlbwZa3VFpxRSZGQk5QlYzDQkkJUkpUNMoB6MQejG925Sw270orsGwoKzfvqMqgkQN+UmCQFIV8IyCFrSAUzOvgeKpt3UtKTmDkgEEHUSNevZ4Pl02qrLwgslpSlQUkqzKQsJ06YSkhUBRyhZKVSncBpIrFwFwzuh9JWDmCswAEgwBmOmgAOsabQOoVXe4XTVWWNJeAFJLiysQpsKKYEGNNoEgTsmNRrujZrSlwrwhCyM3gmEmJzJgyhYUkhSS2rXNtBIM7qWeDzOVtKY2ADzVnxGzStJSZhQKTu3HftHlGv0UgYLic+Ib9Vz+84HPFsZXGXB8EqaSlUHbmiRmmTnSE6nZrNa6uBj3wubc7EhLYiTtCwvowqISU9RBGofuGoWBkVunpTooA6HrB2SNiTIG6kfhBwsZZJzKBUBplknTYBGpMjd2ddQPhtzOCsw4z8gmq1xcyoLcDYywQnVyfKYTBnTopJ1mdDmcicGRlSAAAkAAQFbNvaeraBObbTF4U8ZS0pIZCQvepaigJ02CJUdolUiNk6aMS44U3ilf5wpJX4IBTlKdhyDMU7TB1gjfpSsaNgSue6uPcu2PYE2kGMp1MyJ1PWM3YNnVGo0rUZwZABCkpUCZIyjzAAkwdo1MDdFcl4NYg8XRzqjBPWQSkmDH4oAB6xBTOsV1LA3DmWwsklCgQqdoCiNd2mzTq1JqN7cclcY/k5q9vg4mNU6RoqZgiUmJOmmXwdsTGw0iYth5AAKgOlKFbxlCiQBM7AQN5FPFLxSle4RMgag7Zrj3DfGiZJWZGYoy/CMlMiQrZlETJnL2CmlmQQYl0ElIPG7h6mWOeScykrQNhAAVI2fCynKRsA2wmK4Y9iKyNdDu1gTt0SdRJp+3eLOoWptbinGVaFGZTgjrObYJ2HTdt0Nc6xdKUuLQenlUQlYMKKfgnXb0Y27NkxW1Z8MYtIxXNWjEqQ4LEXSSNZzbp0nZ2J1I3abK1bm7lIBAJGw7CmdCBEJIO05kkjcRrN7zQGkH5h+r37a0lp1rahwgsd0QrGKKrVW0EkAAknYAJJ8gGp81WS1Q1VBVyVUr2/BO7UJFs7H5ScnzOFJpOxGwcaVkdbU2rbChEjrB2KHaCRS3XNxom32OwBHasfOVTPVlFLeS3VmZc1pas8Qim/VwVTSapCyqcb2KUkXt3NaRXWNS6jLqJzYavKqBWLPQV02/VPos4rIls1jtjSq2kRSppdRJixFWzWe9WK0y5TSU5uKzA1UGsHOUFym1TlmzUZqwZ6oXKKoWxmqmasOejPS1RRZgavTWALrIldJVFFlqkVQKomhKqEVSKrRQkVAmlCyaFaE1lbdinAprhXJb92kCkxVZXHCaxEUhNUNbRE0E1SqGiidVVqlUFZEIookql7iz/CNh8fs/rLVeldebHFuiMRsPj9l9Zar0nrwvhf+flvdf4tWpZ+RVqxUFbxkjE7qTo3eXZJmBIu3XEyToAUgpI6xHknWagFw0vsuJ4hqYGJ4gCOsKuntNh0grIB3jfNVOCsF0WZA+i3xKsR3BpaVtt2IeKiRrmWlQ1MFaOcyjTSdcuohSQNuWs/B/AkqGfQKbVAOgJWnVOukTpKSOkpKwMqomuCpUCsJAWhSVOSSdRlhO8EGAdTt0Gya2bH94LqlKITBAnpkNhGcggDXKZnYFJOmXb686uQTm0zKuw68Q286UQACrQQM2UASgnQSmFCCNClPWK18axsLcKyEhZJWCFQArL0oMTAJVGfwkkaSk1kXaNJWl3OrKpvbvBIyqAOgymTpoJQ5ugFAuLclQUNBMgAmSOjt3DQBQHaOyngDNMJOS28MxxbixtzBUlKhOYQEFQ1PwYnYNBrXdOJDg+VLU6QAkkQNsQESeuSSdOw1xTCcP5vK7oTLioIEhJSpsp6gIUAQNm0QTNSU4kb4c1MjLlza7U9Se0x5DpVOOBUK9Kk0O9dUBAECsRWZj38p8+mlWKV9Pzfr99m2te+eyjTLJGgiSZMaagR2SPPTi5IGpu8N+FHNy03quIUQBI29GToN+06a+Zl8H+Bzz+ZxxZSVakZjEa6SBJ0Mbh59nSLLDUA86pPTE+EIy7JygRHl2n0UkcJ+EZEoaAUsAFWuVCB+M6s9FI7Tr6DEF2pq7qCtNyut6yU1r3i3tgPuq1K6zIT1+U7zpMGTpvLfd4CWuxp3TXRUGJ35gdY7e3rUFWYljTbi+bLqbp0yebYS+8ABqrotIy5R+N0t2uuifaOpCoAUy5+IpDrZ0JGrboScpOxSRHliAyIHgVyVmE2G45glPHBOBgbEhQUBJEydu3fESEEdg3k048Bw7Jm+FO6PJBJ0nYO3bqdtN/gtcuqVkWCNmzYZ6jvGm2ulYHZRqdT5/wBelNZeJoURXta00Tcxt7LMwlJ2mNgggnXrgeTqrmGKYI1crzkOKRMnIUpT2nLOZXkHz73Vx3Xamub6JUla8kDRJUYKAtW0J0JIG3LG/XmXBXHV3FwwOfWht5zmShlu3QphanFNoUoKQ6oGQlZQ7JLa07CRViHLxIp5PaqMxPwYIAfjzDFdV4OYPaBvK022BGUiJUOxWbpSNsSPnqHXGXapRiN22jwUPrQOzLAI8xkeapG3mLuYdfKYulpdTzZcFwAGpbAJh1CQUlQMpCkx1R0qiffYmp51x5XhPOLdV5XFFZ+mtKyYbhEde2YfHYs62IsN0Nlzbj3f1W0UVoXNZFXFa7iq360XPBqx11/go26xbWa7O3bcL5m7dVGcDMAROZJCRKwPCCcg0JUZa/ATi9XdI55bnNNEkIhOZbmUwoiTCUhQIkySQdIgnomHcFEMtBkP3Km0zCed5sDMoqMFlKF6qJOqjtNaMrBf61M8jgs6dmIfqVxBxGNMj8Zpcul0xeNS05y30SVLS43kCQSolag3lSBqSorHRG0gdlOS3sW2pyAgmJJUpajExKlqUoxJ2neaT8cdUG1Kb1cTCmhtJeSoFkAbyXQgADUkir0ephOruKzJchsVpG8LmOJcA8QZZNw9YXjTKfCdct3UJSOtWZIKU/lqATs1puAV6i3oCgpKkhSVApUlQCkqSoQpJB0IIJBB2ivOfjd4LDD8RurRM8225LMz+8OpDrQkyVZULDZVOqkK7RXnVhaRfKD3w3NAcBUU2jI9hp2rtZqS1IDgcE04oqtUNdJVU1jXUpeSzxR4ZiOGd0Xlrzz3dLzefn7lvoIyZRlaeQjSTrE1FldTf5EH4G/3u4/7def8I87HlbJMSA9zHX2irSWmmOFRQq5JtDn0IS53ueBeIf8Ay772mtLFuTLgriSEW7zBOxbVy+VDtAfW6j0pIpR5VPCK4ssJduLV1TLyXWAHExICnAlQ6QI1BjZTI5GvGhe4l3WxfO8+WAy404UIQsJWXErQotpSFgFKVJJGYSuSRlCfJZWJb77MfarJx9xjrpaYjy7NorQ1aRyhmd6vuEK/cLR2LinH5xHvYPlfbWbmyWrJzpSEuMLPgoeSNClWxLyYBUCCEEoz8o7qNekXHBgibvDL63UAectXssiQHEIK2lR1odShY7UivNBKq9Y0A0mj2vJO4waxIbrpOV4EVBIGFcwaYYLPm5drHYZFSb5JfFPY4naXNzfMF+LnmWvuz7QSENIWuAy6jNmLoEqnwdI1rtHe54F4h/8ALvvaaryTMILGB2eYAKeDtwqN4edWps+XmubrqoNeQ6UaUWibUmBAmIjWB5aA2I4NAbycADTGletaECAy4Kgdi8vOHeF9y3l3bCQLe5fZE/ituqQk67ZSAZ37am3wY5PmCOW7Di7GVrYaWo91XolSm0qUYFyAJJJgCKjJyvMHLOOXRiEvpZfT2hbSULPndbcrWtuUHjbaEoRfwltKUJHctkYSkBKRJtpMADUma9ZteUtO2rPlY1nR9WS0Oeb72VvNbhyAa0Nc1RhuZDe4PFVLXvcsC8Q/+Xfe00d7ngXiH/y772musGor8q7jZxLDsSRb2d1zLRtGnSjmLZyVqdfSpWZ5latQhIiY02amvI7Bmbdtia4tAnIgdQuq6LEAoKbqnbuV+KIUNtS0dgXDeUTweYscXu7W1b5phrufm0Z1ry57Vh1XTcUpZla1HpKMTA0AFd45M/Elht7hTN3e2xeefcfIVz9y1DaHVNJTlZeQna2VTEnNt2VFrhhwjfvX3Lq6c5193LzjmVCM2RtLaei2lKBCEJTokTEmSSa9HeKHBza4ZYsEAKbtGAsDZzhbSXI//oVV6Np5aM5Zljy0FsVwiktDntcQXXGcs3sHGriDU57VTlWNfEcaYf1TJxLk4YKW1huyyOFCghXdV6cqykhKoVcFJhUGCCNNRUC25Gh0I0IOhBG0EbiDur1TBrzX448JNtit+zEBN2+pA/8ALcWXW/8AlrTVbgutyam4kxAmYrnkBrm33FxFCQ6lSd7U6dhtaAWhNsGgmrUVelNeyhZqJomswtj1Valk0mCEt8AODRvrlFuHEtZgpRWrXRIkhCZGdZGoTI0CjsSa7xhvEjYIHT5947yt0o9AaCIHlk9tMDiH4MNPuP8APoC0paRl2hSFlwKC0KSQpCxk0UkgjXrNdgRhd20IYuw4kbEXjfOKjq55pSFnyrCz2mvOtKbSjiZ1EGYMOgFRQgEnHB7QTlTA0HPiu10fs6G6X10SDfqTQ1BIph6pIHWKnmSU5xN4Yf8AQuDtFw/+twikPF+Ia2VJZuH2juCwh5A8wS2v0rNO44niKdtnaudrV4tHoS7aj0FXnoXj19uw3XcVXrIT6UpUr/hrmYU7bEN1WzIPTFhkdj3fgtyLI2e8UdBI6Ibx3tao+8P+Le6sBnWEusSBzzUwkkwkOJIzNydAdUyQM0kCmbFSL41X79VhcKe7ltmQgBTbZXcOuZ1pQEF1aW22wSoCUoUrqI21HWa9M0en483LXo5aXA0JYcMgcdlcf2SR0ZLhrak4ctHuww4AitHYHMjpphtAKBWwwqteqit2qxyKpz8XavvhYfH7L6y1XpFXmvxan742Hx+y+stV6UV4Xwvn9fLe6/xatSzxRpRXnbxkqjFMR6jiN8D8reg+Y616JV508aH4TxH+cb/629ScEArMzI/yN8Si0TRoPOt7gjjGRRSsyggxrEBSSF9kQoq9NdF4NuC0t+cuGi6XM3M5Y8ELUCpM6Zic6pMmFJEKC1AcTS7p2jZ5N4rtfAAOO4UXUrS42wX23m1+HbrHTSppUaocaLa8p2LK4O4es2nD1bbw34q/YJbHjat+0GnT+Kpwx4L90tB2yaUlRIK2AkwJBnKkEgbAOhAlURIkMnDrRbRyPApUnpK5zaDKVQQToAY8iD2xUzEcHDlt1t9BaG0EQIBBSAUkaSkjQg+XQgUyeM/CGLoLgB4tktKUyErWy4CkqSSkFQ6B2DUakAlUigyO5mDslejS0OKasOO1RztnyQU6lSiQOwCc42QnSSR2zt1qRHETbDmhrIUhJjsiRvO76NdlR4vWFW7sLJCNFzHwcsjYZCtuWYlQ1gRUleI+3CbcK2SkH5oJHYQAY3HqM1PMgEAqpKVaXA5rpjCBPVsq26e+bt09Gz01ksxv9/fs7aw3qQYAMg7NmsVA91G4KVgBfimVw54TFtOVpKlrOgygkA+bQnsmTXLcb4P3zjR5xCg2oKhiQFLKkx3Q4tK0hbiT4KDCU9DbATXcriyAMgD0a/RNVRdaBMKUNsBKSdvWowNaiguIdeKsR2B7Lgy5s1xriYwQWrrKngUJtkEhYQ3neUW1o1DU5lQvMpxZBUY06VOXjBxRFw4noDIB0VK0cC1EQpISToAIKJk6bIMvbEmiUkAJQnXVUFQ2fATCRs3zs0im1YcGwpeZWo7fKNg3DbsqWZjuiYJtnSkOWJe2tef/AKSrwaUClASSrKkAqIAKiOsAACdpgb6eWFAnpGkixswmAkAAxA39pjXs1pazR5KigMu5p0y8HAJp8ZGFJfbU2oTPSG6FA5kkEajpAbO0b65tg+GtIcQ6lCmHUTldUtTiUqIKSoJWVNJVB26K9EV2nEEBQgjsHZ27PLTLuMMCVRMEq0VA0UdxGzU7Pp1inPc9hq0lPhwocRovtBI3hN13g6i4JLjxfWpKkrUSlQyqSUeCN0GY6wNmyoR39gtlxxlwQ4ytTSx1LbUUq80ivQNoLToQPMI8+8/RUc+V5wQCHGcQbSAHvuFxH8KlJU04dPCWhK2ySf8ARN9Zq/Y8zdiFp2+IWbbMqXQw8bPArgk0CgCqgV0pIK5kBSE4AODuG2j+BSPOJB+eaUUMuvOtsMN86+8opbROVPRGZa3FkENttp6SlwTsAClKSk864oeEaQ2bVaglSVKU1JgKSs5lJBJ8ILKlRvCtJymuw8SmIoTjNuCpJLtteMBMjNmPMXEgfmWy/NV20J90vZ748Kl5rcK83lmsOFJh84IcTIn+v9EvWHEZdrgv3tu0PhIYt3Hj5EuuutDzlnzdTs4I8T1paupfW4/dOtkLa58thptY2LQ002gFSdoU6V5TBTBANdKfdpiq4T3zg+44U6jZBvbq2YHbItlXjgjqKRXi85pLac41zHRsMiKtYMdmyq7iBZcrBIIZj0E+ad7rlQh5Xd2leMuBO1u3t21/nZVOR/QcRT542+PfFLK6ds+YsmltBErHPXAPONocSpta+ZBAC4JU14QOmmsdMXxFx91bzy1OOuqK3Fq2qUdp0gDqCQAAAAAAAK2tE7CmJeNxuKRdLOSAa1vUNcMKU59qbaM2x7dW3OuPUtWaIq5CZpUw/Dia9AosUuok5u1JqbPIobjB4/8AV3H/AG6iS7bBIqXXIyVOEn43cfQ3Xm3Cn/cx/wBRn4q3Z7qxeoq7lpfgN7+Wtv0ya5P+x+f5xiH8jb/pHK6xy0vwG9/LW36ZNcn/AGP3/OMQ/kbf9I5XD2R/gya98+MJXon9ob0ealjwl/zd/wDkXf8AoVXlgiYAGpOgA2k7gK9T+En+bvfyLv8A0Krzd4k8INziuHsxIVdsKWD/AAbaw67/AMtCqvcFcdsCVnIrsm3XHoDXlMnhUtC9HeCGEi1tbe2Gy3t2WRv0abSjbv8AB203OKjhJ3WrEv8A02K3Nr5mUMj0ZioeanuTUaeRDwkNy5jE7HLtF4mdp7pU/nkdnNo37+yvPJKTdNyE7NuxLdWa8734q2511zW9Pgmny/cHy3VjcgfvrDrBO77g4lxPZP8AlCvLHZUZHtlTd5dmEFzCmngBNvdtlR6m3UONGNN7imqhE7sNe68Hc3r7EhA5sLmHqcSP4SFmTbaRSvV41B7l0fhhv4gx+muanCag9y6fww38QY/TXNeV8GH98/7b/FqvTvzfWuOcCsI7qvLW21i4uWGTHU66lCtmyASZ3V6hgV5/ckbCC/jlqYBSwHrhfYENKSgj/wDqtupz8P8AE+57K7uP4C1uHe37m0tenbpWxwpxzMWhLSjdja9b3U/4hRSIowu+MEhcRXCTu7DWbr+EXc7dsJunkJnqlKQY7aiby0sH5rGlOAf51bMPHqKkhVuY8zCZHaDvrtvITxIuYOps/wCgvHmx+apDTwPZ0nFjzU1eXvg5P7XXIGgNxbrO+VBtxoeSEPfNTdGaWdpdFlxgHGK0dB/WN8Alj8uXB6PJRjs7SacGE4GTqRV/ByymJp4NKSkV7nFjbGrOhw9pSQ9gwApLGGAGaXry7pv4piYGynQWuzKjjRAcGro3FNhalh5bTymXEFtKVABSDIWVJdbOi0nobCFAiQRT3/bm9a0ds0vgf6S0eTJ7eZuObKT2JcX5dJrnHEw/dpZdfYSh5svlC7dSg24ShttXONOmUEwvKW1wk5dFAk10BPDxhOlwHrRXVcsrQmex0BTJ7CF61wFuwokacfyGxBgAP2m4CvqkO58at3L0jR+HChSUO890MmpJPquq40PKBZlhhR2/YtkcN0D98tr9v86zeWB2ZmQ4k+Ymj/x6xuReKPUmxu5+dkVsWnCy0X4F3bK7EvtE+cZprLccJbZAlVzbpHWp5sD51Vz5k4daGA+u68fAsJ710F51KiOym+g/BwHcuecdHCN52xWkWjrLCltBTtwUNuEhxK0pbYSpS9SgEqcyQBsJ2cIBrsnHtwvZuLZtphSnE90BSnUoVzHQbcHNh0gJWslQVCJACFSRsPG69G0bgamTpcuVcTTGuwVNca4c3QvNtJIgfOYPv0aBXCm00FMKY8/Sqpq6rKrNbywU4eLX8I2Hx+y+stV6U15qcWh++Nh8fs/rLVeldeF8L3z8t7r/ABatOz8iivObjSX988R/nG/+tvV6M1508aFqTieIn/3G/wDrb1HA/wD2mZ9xviUloirR0ptKXXW+S/i0v3NoojJd2rqSgjVTjSFuoXMx0Uc8mMvw9TokHkzKIIB/X+qnRxd48mxvmLhY6DbqStWshtXRckDwjzaljznQ17VOQtYwtVeQjamK1+4hTm4U3Sp5pJgRl0MdECABqNwpocHuDItw+8nokgSrYCAej5SklR85jaacl3hoeCSFlK0gZXB0kuI+CSJ16MSd+tJ3GHaPot8gHODLoUSknTeJI7I0rlojPWJ7fjJdrBIbdY09PPTxXM+O7gmnnFuL0QhDWZQBKlFLiysk6qkpTPUmEgTmFOjiPxAFrIBCUp03CAcvRE7JCtesHQU6LTm8QtELdb/zhpxC0rEKS42VNqOyROWdB1U2OAIbaVlA6aOgs6StQWuFEAeEUhQgdoMyKkv8mioau6+vx8VXW7JWgrJcMz5OwwRPk1FaNq7qI8tb7a9067NNf11K2hGKgeC01CxljTqpPvrSJM6+f5o2ealSf7+ry+fq/wAa1VpkxJ8m8UrmAhLDeQU2nmZPX1gyYOzQzV3OkRu8lLV1aRJHVsiNu7X3+ikJ5QB12Dq2zrp7/rqrEh3FpQogfknBZZUjOuJPbWXu8KPZG3tO73300Ly5POsoV0UuKOp2SkSEjtIBNOfGMQtbVGd51KBHwjtPYNpO3QU+E4nmAVeLCDaE1JNaUSlEiYjt6ppv45ZzpG7UdfkNaNvxnWi0lSFrCNvOLt30N6TqFraSk795G2lLGuESC0leZKgoApUNQpJEggjQg7R/hUz3MIzTIUOKxwwwSXh5JEEyQYO+SAII2aqTB8pPZTP48+D3deGXbSRKw1zzeyStkh1IE6SrIUeRVLtnicK12OHMOzQAD0DN5+yt3FHkltzq5tcg7Iy7+yoIMQB4LdhVmNCvMIdkQV54oVVZqxhPRHkH0VcK7ZoXBFFOrih4QJscStLtchtl4FwpEkNLSpp0gDUkIWpUDUxG+msK38NtsxqKOxsRjmOyIIPQcE5hIIIXpFh2KtPtpdYcQ82oSlxtQWgg9SkkjzVy/lEYdZvssi8xBdiGHg+nmlAvOFIOjbQlxTidqFpSSg6wZqMXBzBROack7SmQojtI+iaz4xYtI2TJ27BPXO3568/ltExBmREZHOBwo0V3Zkkfw9S3XTpdDoWjt+PFJHHNwv8A2yv3rsILaFBDbSFRnDbYypK4JGdRlRAJAkJk5ZLQbTNbWMEZtKw2hg138tLtgwmw2CgaAAOYYBYUWIS4uOaWMKw2daXFBKBSVa4iAK0MSxKamoq1C5VxjEJ2VMPkSH7z/wC+XH/0qETyiam5yIvwN/vdx/8ASvN+FMUsU/6jPxWlZ4/WdS2uWh+A3v5e2/TJrlH7H+P8oxD+Rt/+t2pL8Z/AhnFLVVncLdQ0tSFlTKkJcltQUIK0LTEjXo1o8UvFfZ4O2tu0S4S6Ul115YW65knIFFKUoATmVASlI6R668oktI5WBo3Gs411r31GGFKsNSf3StF0JxjB+xOPhY6E2two6BLDyj5A2omoQ8iHB+exlLhGlrbPvA7gpQTbie2H1EA9RO6pHcrPh41ZYY9b5gbm+bXbtNTKg04Ch51Q2hCWypIO9ZSOuOc8gHBYTiFyRoVW9ug/mBbrg/5jXorW0fZEkdGJ2acKCJRjdlR6hI5uWewpkUh0Zrd2KlM82FApOwgg7RoRB1Go81NfgNxc2GHKWuytk26nEhLhSpxWYJMpBC1qGhJ12602OVViqmMFuihRStwsspIJB+6PthcEag83n1qLHJtx5xrGrHO86pLjjjSkqcWpJ51h1CQQpRH74UEdoFZmj+i01PWRMTcOOWNF6sMA0iatoeK0cBmaCoNCnRZhrIgaR17qqXPKNwfujBcQbictst4RtzWxFwmPO1Eb9m+vOB06GvVm+tg4hbatUrSpCh1pUCk/Ma8rcYsVMrcZWIW0tbS42Zm1FCo06wa7Tgkm70tMS/0XNd9oEH+UKCebiCvVg1B3l1fhhv4gx+muanEag7y6x9+G/iDH6a5rkuDD++f9t/i1TzvzfWl/kA4Pmur66IP3JhphJ3fd3FOKjcSO50+Se2pbY5hbdw04w8nO06hTbiJUApChCkkpIUARpoRXDeQpg/N4U48Rrc3biknrbaQ20J8jiXfTRy5sbWzhjLbayhT94gEpJSrm22nVqggg+HzdO0hhPtfSky8N103msDhjduNFSMRkQTmMUkI6uBUrrvAfgTZ4chbdkwlhDigtaUqWoKUBlB6alQY00jZXP+V/hAewhS4k21zbvCN2Zfcyj5Al8k+Sd1cG5EnCBz9t1NOOuLD1m8lKVrUoZ0LadBAUTqEIX5ialpxr4SbnDb1hPhOWr4R/Kc2otnzLCTVafkY1g6QQTHimIb0N5eagkE0NalxyBGacx4iwjQUzwUF7F0JGlZnbneaRLW50B7JrTxHEtwr6ShQg3NYkSIXYBbWK4nuFN64eJqx12asqwkDaLtnEHwlYSwbVSw29zq1pCyAHAoDwSdCoRBRtgAidY61nqHJpbwbhZdMaN3DqU6QkrK0COpC8yR5hXMWho3xiKYsN1CcSDlXp/ou4sjTASkFsCNDqGigLTjTnBwPTUKT1zhbK/DZaX+c2hX0prFa4DbI1RbW6DtlLLadevRNcHtuNO+G11K+1TTc/8CUisi+Mi+c054I/MbbHzqSojzRWf6Nzg5N8U953ktZ2mFlnlap1fdZXtvJ28op4FNq0PxnVx1BIQlOm6cyo8hrjyrQ0s3K1uKK3FqcWdqlqKlHzkzA3DYKplrq7OkuKwGwq1pXHpNV59a9pcdmnxwKA0oNwAA/CqQiyaopqlG8MVoreq7dCoXilji0H3ysPj9n9Zar0srzU4tfwjYfH7P6y1XpXXhHDB8/Le6/xatezvVKKgBxhD74Yh/ON/wDW3qn/AFATjLMYhf8A84X31p6l4HRWZmfcb4lNtJ91rU0X2tZqy96aT16Hy7Z/rq65erIyJ0J1KUxGuydOw6D017tFAAWVDJJxUg+StxkhxtGG3KwHWtLVRMZ2Uahn89sAhPWgAbUSqSa3Oju12V57YG6lpSnQsodayrbKdFTIIgwIUNVDWOiPJUluLnj1ZdQEXf3N1IAK0pKm3OpcJBU2TvBGUGdQNBzc0wXiQuplIt9jWvOIy5118pMpKoAkhI2AHX6aYHcRauFlOhUraYkgKJVABgQCEgRps2EEOLGQ/cJQtsZEtqQ6k5gS5lIUEgAmEqGhJjQ7NZCHfLUX3PCypAWExqreE5jqCZBgJIgdYzVlt3LSiCgB8NiemG3gUO2AYnrAOzdtB89KbDmgPYNNN/n202MMyNwQcoUMoET0UDIJJiNYg9h6wKcNssROp3nQg+cbZ2dHSpmFQRAlBC41J1MbNZ2RtA2e/Zhvevfr8/mjq95nX58DqHnnqn/D0Grbt7y7zvGweXtPuKkMQUUTIeNVjxK+GQqnUCJMHZOg01IJOkjZTKtL3O7mOwaDXary9muvk2GruGWInLlTOuwb+oxOm+ATpJHVSLg1mucwSopBUNBqDmMBInMZB8MaAJVIBNV4jjEWhCAhCm/uTzxd5txBQtIVpO6UxrmBkZSDBkEEaGkm0eSglSUqcMhHTIUQIkxOYxtPm7ayWHBdZAKifzsxC82UJUYBAkxGummyIpSteCSEJjnDs6RJJJEdZM5pnpTOulS3L2NEwxQ0XQcE3cT4wMisq28ogEFOVaIhJ1GXYAqZ0nTtpscJsRfuxCSpIQdMgyJInZoQYJ26iewEmnJwowO1EhSzvJIO/q0OozeSPMKQ8KxS3tmlNpzKDaVrU4sSrKmVrWrQwkDpEnTSTTC1xzUrYDi2uQ7EiYeu5UhSYUSjUGCopInQk6wIgpOsGNSIpW43eEJtMMeUow46jmGxOpW6kpkSfgJzLPYk0s8HU8+OcKVJS5ARrtSrYrsmT1aRXC+WJwizXrVmg9C2azrAP+le2T2paSmOxw9dOkIAiTAG7E9Sqz8wYMs7ecB8d/UuKPgVgNXDWqlo12YFVxIwWMUo4TdZTrsrRyxWJ1yOynFgpikDzXBP+3xwBOhFImMY0VaAz202kv8A5Q9NZEGoYcBoNVK+O4iizpTJpStcPJpNYdAOtODD79MQCD5CKsOdTJVCCUm3loRScpPXTmvn0xTXvblJOhHpqNrk8VKxuKroXFxx2Yhhdv3LaljmucW590aK1Zlxm1CxpoNIrnGarFmqc/Iy87D1UwwPbWtHCoqMsFNDcWYtXbu+kxjrtPk5+1pOxjlIY06IFy2yDt5m3aB/pOJWoeVJBrj4WOsemt7D2M3bWOzRSyGG8JWH9hp8QpjMRN5We7uXbhxTrzjjzq4K3HVqcWqBAzKUSTA0GuldM4s+NK+wthTFqWA2t1TyucaK1FakoQTm5xIjK2kRG49dMthgJFJ9/iQ2Aj01qTVnS81C1MaG1zMOSQCMMsMsNigERwNQU/uM/jhvsSZTb3SmebS6l0BpotkrSlaAFHOqUwsnLG0JO6uc4Viy2H2rhuA4w6282SJAW0tLiJG8ZkiRWit+d9Y1L66bK2fLy0LUQYbWsx5IAAxzw508uJNScV2/vo8Y67T5Ofta43wixBVy+9cOBIXcOuPOZBlTndWVrygkwMyjAkxWnnHWKytImoJGxpGRcXS0JrCcDdAFemie+K53rFdsHKixg+KfJz9rXN+M3htc4pcC5u+b5xLSWRzSMiciFLUNCpWsrVrPVSVblA2qT6R/XWO8dRuI9Ipklo/IScTWy8BjHUpVrQDQ54pro73YEronAPj6xLD7Vqztu5gyznyZ2VLX90cW6oqVzgkla1HYOrdSPxo8Z97i/Mi7LUW5cLYaQWxLuTMVDMrMQEAA7pV10xg4Osemt6zWjepPpFSQrBkIUxxpkFoiVJvhovVdWprvNTXpSOjPIu1wS1wAxd6xuWry3KQ8yVlBWnOnptraVmTImULVvGsV1lzlI4sBqq08nc5+1rjS79IHRIPkINJNzfTvHppJ6xZGdiCJMwWPcBQFzQSBiaY85JSMiPaKAkLceutIGgGgHUPP+utUrrXS5QV1qgptFmzVTNWO2SpZyoSpaupCSo6diQTQ+Ck5VApUNqVApV6CAacHCtEYrLNE1iCqrmoL6IAWUGs7L8VqNEqISkFSjsSkFSj5AJJqr0pOVQKVDalQKVDzEA1HfxTqJXav62m7sGm8ldZUrqQOUboYSjfuA0nA60KWaq0nWnFAFE5uLNo/thYHqv7L6y1XpLXnnxVpHdtl1922n1huvQyvBuF81jy3uv8AFq2LPFGlFee3Gm/98cQH/uF8PRdvV6E154cZiJxLEf5xv/rb1O4HT/5Mz7jf5imWmKtb0puITJrbt09Iaxrt6p03bqxJRVHE6V7y8VCym4FKLluFHMYjdmJCTrEKUNnVroZ2Vu3NjzTIWkk9IjINVEFInXWACJkEzBG+aTcPUMuVfg5pPXG/+uOsCrcQvSDkGuRMIUDoZB3TI2n0nbWFHhODsFsQIjaVKmhxEYzz+GWyzqoMhtWvwmiplQ8soPprW4WIUi4bVCgCvomAdxMTJiZVBgxtykpSQ0eR5flVgto7WbhwAdSFobcH/Gpzq/r6Txi2YLYcBOZuSIWpGm8ZkQRu0B12HQ1jxG0PQVtw3Xmg7wknDEArypkDQ9LRXSCwoBRJOYhIEq3TvRmLkZJ2KAyqIjKZ6iV+TPs2CCmBqE0zsJuvAcJCYVEKSQlSioJIQnYqDOXaABmIkKKl+yxVLnRWhRglUAiFHRaeuTrngnVRJEwmWJwSxdXQkH4XSOWNY8EA79dT5SNtCnMwMzrEdesbvKZpKdOQAjUnMITJCTlKkCQCSqQOlumlLDTtJ3aGAdIManXXQaA6QdoANRuqpmUCQsStfuiSRIAIgdsH6ROv9dJeI43cMhSra154JJzJkiNpkAJJJUdNAdomBqHzjLKchiPL2n+rbVmDsZQFADqPb5fLTGhwfzKQva5lU2MAxZ28cS33WwyVNrWWkJUt1OQpBBCygpgrEkjSe0Sus8CSpL4N64pwfvcZYSChOQuJ6RJK850IBSANsqKje8HGXTny5V7cw8IbP6qQLrgm4CoturBIOYpWpClRoJUlQUqBIgyKvalx24f0TIZDhRsS70tG/eEtq4vbSEKWXnUwlRzu9EidZygaR2/NSNxh4hbWjKrdltsLfbcTzbYSAMyQhSnVaxovSQSqD5aa1w/e2qVJ50lAMpS6jMkQQQEwqBJ2jy0ivNrdXzzhLjjk6Qdo0SdZSE7OiEjcZBBpt07QrMCy4j3gxn1bzE4+XOndwNd+5Mk7UgA+VMifSKhVxh4v3bf3VzMh19ZQf/LScjX/ACkIqW3DS77jw64cB6aWVZY/HcGRH/EQY7T11E3A8K0E7q1LEgAOe/oA8T+C5vSKYFWwxzn8B+Kw4ZhU7a28QskpFKdzcJQNKbuJXhVXQhtcVy14lJF1UpOQlwcQti+uXEIXmeZYRnSlWXmm1OLiQfC59E/mior3BqdvI+wjmcEt1FOVVwt+4V1nM6pCFHytNtnyRXnfCjPGXsZzWmhe9je+/wD8VpWcysSu5dP/AGkY/gGfVI/s157cfGDi2xe/ZAhIuVuJAAACbgC4SkAaAAOgDsAr0VZfCioAglCsqh1KKUrg9uVST5CKhfy0sG5vF0PRAuLRpRP4zjS3GledLYZ9IrzrgrtCJDtR8F5PLhmgJ2ggj+GqvWgwGHXcUxeT3bBWMYeFAKSbjUKAIP3JzaDoanVwu4GW91bP2ymm0B9pbedDaApBUmEuJMeEhULHakVB7iAX9+sOA8Y/7TlegtWeFWbiwbTl3w3EEQwRQ7Q91Cm2e0GGQd68ueE7TjLjtu8MrrK3GXE7gttRQoDrEgweqK9NGcFYgfcGdg/0SOr82oc8ujgTzF63ftp+53qMrsTAuGUhMncOcZyEDeW3D11NVnYPIPoqHhAtn5QkJCahml8RCQDkRqw4dRqE+UhXHPb0fivNHjdSBiuJAAADEb0AAQABcuwANgA6qcfJfwUXON2SFJC0IU4+sEAgBlpa0kg7RzvNjykU3eOIffbE/wCcb7607XZeQRhGe+u7k7GLVLQ7FXDoUD5ctuoec16hbc8ZXR+JFrjqQAedzQ0d5VGE2sanOpd/tIx/AM+qR/ZqMvLcwVDK7C4bbShKk3DK8qQkZkltxoECJJBePmqUzjwBSCYKiQkdZAJPzAmuI8tvCedwfnRttbph2fyV5rcg9hL6T5QK8K0GtCJAtqXL3GjiW4k43wWj+IjrC1JtgdCKhdeXxOgr0D4kcIZVhGHFTLRJsbUkltBJJZRqTGp7a8+bG3nU16J8Rn4Hw34ha/oUV6XwsxnNkYN0kfrNnulUrPZRx6FH3l8WLbZwzm0IRIv5yJSmY7iiYAmJPprn3I9xxDOLoZdShTd40tiFpSpIdSOdaV0htJQpoRvd9HSf2QTbhfkv/wD8VRmwF9xl1p9rRxhxt5snYHGlhaJ1GmZI31paKSZn9FmQHH12RRXcdY+h6jQ9SbMPuR69HgF6S8JuB9vc279uplpIfZcaKg2gFPOIKcySBIKZkEbCBUHOT5wTU/jVrbOo/wA3fW5cJMEJNnmUQobCC+htsjUHN1TU9ODmLIuWGbhsy2+028j81xAWme2DqOuua8XvFz3LjuK32WEXDbBYI2TcErvOyS+wlc/l+WfMNGdIolmyk9LxXEOLOTU4h9dWQOflA/uq7Hgh7mkb/wCqf2PMWtuy7cOMshthpx5w80jRDaStR8HqBpgcmJCLrB2Ll1lkuPvXrqzzaPCXfXKiBI2CYA3AAUm8tDhP3NhCmUmHL11FuIOobH3V4+Qpb5o/yoqEljwguWkhDdzcNoEwht91CBJJMJSoASSSYG0mtfRbRGPa9jvfrSwuighxqeTDa4GmIzc8/ZUceYEOIBTZ4r04/aRj+AZ9Uj+zVf2lY/gGfVI/s01+IW4UvCMPWtSlrVaNFSlEqUolOpKjJJPWa5Fy78VeZYsCy86yVPPhRacW2SA2ggEoInXrrjLNsmNOWr8nCKQbz23sSOQHGtK7bu9WXxA1l+iZnL5tENv2IQhKJYuJypCZ6be2AJqXCsEY/gGfVI/s15dYvijz0F5514pBCS64twpB2gFZMA9leqhrsNPpGLZchISpiFxbrgXCorUsO8796ryrw97nU3KDPLetkoxdsISlA7hYMJSEieeudYAAntpX5JXEq1fpViF8jPbIXkt2CSEvOI8NxyIzNIMICAYWoLCtE5Vp/Lm/DDfxBj9Nc1KLk82CWsFw5KRANo06fznxzyz5StxR89bdsW5MWforK6hxD4jWtvA4gXSTQ7CaAV3E7VFDhB8d1did1uwxatQlLNsw2AISEMtIGwaDKhI2DdVuIWDF21ldbZuWVjYtKHW1A7wCFJI7ajT+yD36w1hrIP3Nxy6dWnrWylhDZ8yX3B/tU4uQXcqVhT6FKJS3fOBAJJCEqYt1lKeoZ1KVA0lSjvNcE/RuIyxW21rjeLvV2+sW1vVrWorkrYjDWaui4/ysuKJvC3Grq0SU2dypSC2TmFu+BmCEknMUOIClJBnKW1iYKQNHktcUacXfcduc3cVsUhaUkpU+6rVLIUmClCU9JakkKgoAjNmTI3ln2oVgT6iNW3bZaexRfQ3I6ui4oec0mchhCBgyimMxvXy5158jQE9R5sI06o667eHpbO+ihmLx1ofqb+2mBvV+ldN2udcc1VMu3X02Z0XZ8CwW3tG+bt2WbdpInK0hLaBvJOUATtJUdTqTVnCPAbe9aLVyy1cNLHguJCxrsUk7UneFpII0IIrkXLfaeOCqLRIQm6tzcgb2OmADpsFwbdW7UCmjyUONqytcI5m/vGmVMXLyGkLUVOFkpbdBShIUvLzjjiRA2pIHVXDS2j83MWb8qwIjnRNZdutDi8f5rwNa1phTI1qrRitD7hGFFw7lB8Xn7UYgphBUq3dQH7ZSpJ5tRKS2pUQVtLSpO8lPNqMFUUwEV3jldcYWH4obI2LxeUx3Qlw8y80MrvMlGrzaCYLZ0A+Ea4ta2U19D6MTE1Hs2C+caWxaUcHAh1QSKkHa4AO61jzF1rzdyWs2itppuKyON5a1nXq6INVYuTm4u3vvhYD/ANfZfWWq9H681uLQ/fGw+P2f1lqvSmvCuGIfr5b3X+LVrWZ6rkV5+cYrP3xxD+cb/wCtvV6B1BTjCs/vhfnrv70+m6dNLwNCs1M+43xKW0fVamXzNUW1S0LSsJta+gBCqsguokVSKsR10rrt6sctKa+WBQ2KV2LkdYlD90wSZW026BAiGllCiI1n7skeYVJDGMPC0EZQUkQoEEymNg2QNNmo7NTUT+TWvm8Wb/8AMZfb/wCEO/8Aa+mpfESny9evzR565K0oAZGI3iq6aQil0EHcaLi/NJYeVBzIJCZP3PLqqGoPSjdodZXqAQmnba4sOjkJyFI0TJKlHKYAGpypChEayI1ilXhTg6XB4IMhWpBEj8UyCNRvlOzTZpyxYXarhYJamUlIBI3SSXEpAGbTeQVCAdDmDcVoneF0NF0B0NgVnyEDeAZUfOSZ2CUkaAkqTF8DpAy6kT0dFHaRtjtMbeohVc/sMRCgNFqOuUtpKAoKIUQVkQEyBKQQSBMdIgr2F3HglzQEwEq0RpCs0qOZWpSTm1JKZEpgMcntTwu1JKJkQmCeqBtgRsjeBs2VmtXklIOo136awDJ3CkK3KFDRQhIA2icoJAVqTJUqSDG7smtptgISleZMApgqXG3arSTlA0EbeoEUxpKcaUS228dYiNs9ta91ipSDmHlIjZs2+Y/N1iaI5yZgFJnWIO0aQRMbdseTquVbBQI0O2Znzydo7PNVtkR1KBR3W5lN3GMfbBCVJ3hA0MSSBHVpMnsB3U2cTx4SQ0jMoJBSlI3wAAT1DUmI08lOrFMDBOoElMQBtO0yVKMSN4Gk9opIw/g4hk5kzrmAmMoE5pCRGzUSSN23cxz37VO0bnYJmcdOb9qnivwnHGM0aCA8mBG7ZsnZE1HG4vgkQKkJykb8fta6NhDjBHbLyRtmCNum0EDTfUZbFkrNdDYY/Umv0j4Bcnb4pMD3R4lX9JZracw0ASaU2WUoFI+L4jOgrYJJyWGE3sVETG6vS3i/wfuWxtLbexbMNHtU22lKie0qBJ8teevF1g3dWIWTBGYO3dulY62+dSXTruDYUfNXpNXhvDDOf2aWH+d57mt/5LdstuBcub8VGPh7EMcaBnmb5gxOwGyYY80qtV+cGuW8vXDPuFhdD/RvPW57efbS6mfJ3OqPzjWhyQ+EqXsaxoAz3Upy7TGoKUXjusjTZdJjy10vlgYRz2B3JCcymFsXCezI6lDiv9lpbh8k1gQYXyRpVLtyFILftwmwz3kqw79ZAPX41USuTkqcbw/4x/23K9E687eTimMaw74x/wBpyvQu/HQX+ar6DVrhYF60oA3wx/O5NkMGHpTE5RHAr9ssKubdKczyE8/bARm59kFSEpnQFxOZmepw0/2PBHkH0UxuILhj+2WF2tyTLvN80/MTz7PQcJjQc4QHQPxXE0/K87tB0eXHyfG/9T39RN0O6uQCO3arjKHlDaAvNHjhP31xL+cb7607UpOQbhGTDrm4KYL92Ug6dJthtASfIHHHR5QeuosccZ++2J/zjffWnanTyY8H7nwSwRvWz3Qe3ulanx6EuJA7AK9r4QpzVaPQoQ/bMMdQbe8QFmSjaxid1VTjF4RlnF8EtwejcrxDP5G7WGxt3uLHoPZStx44P3ThN+yE5lKtHlITpq42gutgTpPOITHbXCeUpwjLfCbBUggJYNqtRndcXam3R6pA9NSncQCCCJBBBHWDoRXl9oS5s6FZ003O5f6S2K547nNV5hvl7fjJeWVvewK9HOIz8D4b8Qtf0KK85+EeEG3uH7c6m3feYPXLTim9f6NejHEX+B8N+IWv6FFekcK7mvs+A5uRfX+AqnI+uRzLhnL2blWF+S/+mxqNiiEipK8vRyFYYfyb/wCmxqLbqya6vg7bWwJf9/8A/V6qTx/XHq8FNfkX8KO6MLNuoyuyeW1EyeZcJeaJ6gMzjQHU1XcahTyI8YWzijlvrzd1bLzDqWwQttR8iVOpj8vsqawrxLhCswSVtRQ3J9Ig/ez/AIg5asm+9CHNgoScuLhNz+Jt2qTKLJgAjqeuMrjmuwjmk2+zYZ83Al0r8M8eVe3dxdrmbh9x2CZypWolCPIhGVA7EikhQr6KsGzhZ9nwZUfstAPvZuPW4krIivvvLl6Ocnv8DYd8TZ/6a43+yBf5vh/8u/8Ao0V2Tk9/gbDvibP/AE1xv9kC/wA3w/8Al3/0aK8E0Z/xaP8AVjeERa0b5jqH4KILmyvV415QubK9XjXTcMGUp/u//NQWf+11fioOcuxX34b+IMfprmpZ8SP4Iwz+b7P6u3USuXd+GG/iDH6a5qWvEj+CMM/m+z+rt1kaV/4as/q/lUkD556j/wDshP8Aqv8A3/8A/FXCOAHGniWGtKZsrrmG1uF1SeZt3JWUpQVS8ytQ6KEiAQNNmprvH7IR/qv/AH//APFUbMB4K3lykrtrO6uEJVlUti3eeSlUA5SptCgFQQcp1gjrr0DQqFLRdHYDZlrSzl1DwC3519PWw6FVmSRGN34wTp4XccWK37C7a7vOdYcKCtvue1RJQtK09JphCxCkpOihMQZEiulci7jHRZvuYfcLCGrtaVsLUQEpuoCChR3c+gISCT4TaU/DrieL8Dr63QXX7G8YaTAU49avtNpzEJTmWtsJEqISJOpIFN9aq3Zuw7PnrPiScJrGw3fVhoAcKEOo3CooOkYHBQtiva8OOfOvVPEbJDra2nUJcbcSpDiFgKStChCkqB0IIJBFQd5RfEC7hil3dmFPYeTKhqp20n4Lm9bI+C9tHgr1AWt28m7lGlst2OKuEtmEMXqzJa3JRck6lvcHzqnTPKZWiXTrYUCCApKgQQQCFJIggg6EEaRXiMGPamhk/ceKw3Zj9iI0bQdjh2jaCDjpkMmG8/gvK61OtOGxuBFPzlTcWKcKvUrYEWd2FLZT/AuJjnWZ/FGZK0fkqy65CTyphyvoWyrSgz8syZgmrXCo384PODUHnCxo0ItJBSlfmaS1ClFkzWReHKOsVqhyhDSt7iyP3xsPj9n9Zar0rrza4uWSMRsPj9n9Zar0lrwjhi+flvdf4tWvZvqu6UVDvhxh0314eu8uj6bhw1MSo98IsAKrm4VHhXD6vS6s1Y4Eod+cmR/kb/Mm2q6jW9K5OrDOysLmFEbq6mrgyeqqp4KqO6vpJkqaLBdEG1cjcw/srXcsew12FfAZZ+CfR89YlcBwnVQ9O2rTJAPGJCoRJ9kM0qm/yfcGJv8AniNGWlkH8pZS2B50KcPmqULY00mY7NR5/wC6ubcWWCJZbcUna4vb1pakDt0WXPmro9os6Ds2ns/xG/eK8xtaKHzjwMgbvZn31XfWfDLZVhOZ5Xbl3UWJ9oFOkmfINpjXUGRvG/s3NnhNhCVIyqGgMkJVBzEwFHqmYg6TMk6U6rwTAO2fIBptGo3ydddPLWm/0j0TlkCCYIkRoBqBoY06vJWW9tVeY4hcZ4QcHHGlKyRlicqsqUKGxWZKidYkyhQiQSN9Jd1jCitCcuXdGpzIAhQkKIgidyUx4UdLN1zE7dUkADNoc0QoncVaEZthIgggjQbKaXCDg+l3VaTmggKSXAgLB0UQ2pICtdqtoO3ogiO9vUl3aFqW3CZXgnMshcKUCAkqB2EBSZKUpkx4KdYJTo8MKxUrAOmb8o6gg6HKQMuWARMSRMgjXiuM4dcMahOZJJEFRKzCo0zCYAiQMmhUDOhrWs+GTrRy5FojcWzBImAVJSRAABhIzQoHWIpDDJxagRQMHKSDl9La1JUc2UqRI/NIkbBO7qHzJ9rdFatJB0JVmKT4WUAgQNcnUe2a5XhvGK2SmZC/hIBGYkiAOkZg9k7d+hK5a8KGVRzZEylIAPwTA6I3Dwuls37Ao0oeW4kJ7Qw4Ap3YpjeUkkAR4RBmYMZkzoIymUwIAUZ20kjF84BTCgRAiEkHcQkz8IA7CRsiJrn/AAh4eW6QpK3G0rCSYzJQpJg9KPzMp6xlAMg6NO8437dhoobVzrsBQyJOUqWBnTzmmXVRPkTB26ytgRYvqtKY6ahQs3DBb3KDxNKbTmDPOvOAnUGEoXmMgKOhKQZgax5uH27+SruEvCly7d51zbAATJIEAAxPWRPo27aRbh+a6iz5UwIQac8yuTtGZ4zGLxlkOhKN7ihVpWC2Rm20mTWVF1FXzgFRuLtXJQwkO40yd1szcXB/oC3E+RVwD5QKmtf3aGkLccUlDbaVLWtZCUoQgFSlKUdAlKQSSdgBqLXIMw0qcxC6I2Jt7dCvzi446B5IZPnHVXYuU9ifM4JfKG1xpLA/3h1DJ9CVqPkBr5w09raWkrJMH6qF0XjePZf7lvSY1cC90lLuA8OcLedS1bXti48uQhtl5lTioBUQlKFZjASTpuHZShxg4P3VY3dtvftn2h2KcaUlJHaFEEeSvP3ijxDufFMPdBjLeW4UfyHHEtOf8tavmr0frK0w0dGj03BdBe51ReBdSoc13NsyUktG1zTULzp5Nzk43h38v/2116IX3gK/NV9BqC3F3gHcvCpDITlS1idwhA6m/uxbOmwFsoUB1EVOm+8BX5qvoNbPCbGbGtCWiNyMJpHQXuIUckKMI51ELkJcLuauHsPWqEXKBcMAkRz7SYdSneVOMwvyW52azMOvMLgZwjcsri2u2tV2zjboExnCfDbJAMJcQVNnTYo16ZYPiKH2m3mlZm3m0OtqHwkOJC0nzpINR8KVjGWnmTjRyYoofebQd7adJBKWSiXm3dy83uNi1U5jGIoQMyl4neoQOtS7txKR5yQK9IcGsEstNso0Q02hpI6ktpCU/MBUHMAwbujhYpv/AN7u3T2i2uX7kjyEMwewmp3VNwmTdYclLbod8/vXWj+Upsk3FzudNDGuHmFtOqbfvbFt5swtDr7KXEHbCgpWYGDMGnVa3CVpStCgpC0hSVJIKVJUJSpJGhBBBBFeb3Du+7pvr1+ZD13crSdvQU8vJHYEZQOwCp08njEOewbD1DXLbIYPltpt1egtEVm6W6GMseRgzDXucXENcHUoCW1w7CnS81rXltFDnlO4PzGN3wywl1bdwnZ0ueaQtavW84PKDU0OIz8D4b8Qtf0KKjVy8sKyX1pcDY/aqaP51u6VE+XLcJHmFSV4i/wPhvxC1/QorW0wm+NaNSEXoB6WsLT3gpku27HeFwfl/wC3C/Jf/wD4qjVZs9dejnDXgLZYhzfdlsi45nPzWcq6HOZM8ZVDwubRt/Fpi8PeJ3CWrG7dbsGkrbtbhxCgXJStDK1JUOnEggHzVd0Q4QJKQkIEhEY8vBIqA27ynuIzcD+0K4KOak3PeXgj4Cj5yR1j9vGR/wCRc/8AQKnCKghyNFE42yT4vc/oxU7xWLwq/wB8M/0m/wAz1NZ4pC615TNbB5Kqqt1Nl0UnrSD81YnLc19FZrHOC9FOT3+BsO+Js/8ATXG/2QH/ADfD/wCXf/RorsvJ8/A2HfE2f+muN/sgH7xh/wDLv/o0V826Mf4tH+rG8Ii24/zHUPwUQXNhr1dNeUjo0Pkr1bNdLwwZSn+7/wDNQWf+11fioN8u78MN/EGP01zUruIW4C8Hw0jUCxtk+dDSUKHmUkioqcuoffhv4gx+mua6DyJuM1ruf9qX1pbdbWtVpmOUOtuqLi2kk6F1LqlrCdqkr0ByKqO37MizWikpEhAnVhriB9EtIJ6sK81TsSwnhsdwO1aP7IS0YwtUHKDepJ3AqFoUjykIUf8AZNOTkDD72XR3d3rHotrafpFdr4dcDbTEWe571lL7WYLCSVoKVpmFIW2pK0GCRKVCQSDIJFZ+B/Bm3sWE21o0lllElKElR1UZKlKWStaidqlEnZroK5CLpRBfo62yrjr4dWuF2l8v31rjSlKba7FYEA66+ua8sl0DArkH4TlqB5e6WlfQk1zXkk8WGFX+Hd03Nol+4buXmVqW49l6IQtA5oOBo9BxOuU/TSVy2eMxq5LeGWyw4GHeeunEEFAeSlSEMBQMKUjMtSxqEqyDwkqCUfkY8ZTdjcO2VysNsXZStpxRAQ3cpGWFEwEpeRCc6jAU22PhEjsZCx7Rl9E3GAXsiF+tAaS1xZgCMMcWi9TaKKu6Iwx8cskqct/gJb2bdg7Z2jFu0VXDTpYaQ3mWoNLZCykArOVD0ZpiFdZrtHJCxty4wS2LpKlMqdt0qVtLbSyGx5EIKWx2IG+umcIsDYu2lM3LLb7SoKm3UhaSQZBg7CDqCNRV2AYOzatIYt2kMsoBCG20hKEySowBvKiVE7SSSdTXET2k4nLFh2fFaTEY8uvk1qDeOZxryqbqBWWwbsQvGVMlw/l12yThLKyQFIvmcnWczT6VJHm6f+xULWzUg+WZxnNXrrVharDjNqtTjziTmQu4ylCUII0UGkKWCoSCpZHwDMe017dweyEeUseGyOCCS5wBzAccO3PrWZOPDohol3BIpyoWIpj2z5TSh+2hiu2c07FEx4ATn4Ix+2NhHj9l9aar0RrzZ4vLgqxKw+P2f1lqvSavDOF/5+W91/i1aFn5ORSYngYFqKyfDUVf0iVfrpTpyWToyJ1+Cn6BTeB+ZiQZuYLDmxv8yitWGHtbU0xTXt+BiBtFZjgjSPginDcXA3UjXySdx85/ur3xkzGiHlOK5C0LkNvIqT8bki4ihABhI02CudcJVKW4G2xkKhJVHgJG0idqtw0idu4KeeP3QT0YzLOxMmB2qg6Ds2ndvIbOCW2W5Uk6qLeeYAklQzR0RAhKBlCjoBoNSqG0LaEpDMOCf1h2/R5+nd2qLRmwI0/H4xMtpCB24XzuHNvPUNtFvDLIJSEgQAkJA7BoO2lWw6o9/fy7eysTTe+eysrGw9vVp+sRr5/RXHQ8F6vExFFfcKjq9+zWJ6iP1VquKO3s1BnQRMxIImNwjUbYrK8SJI112fqjTq/x2VhdSDBI3f1TqCeobRujfUuahyWku2EEiTm11zE675J1IVAjYAI2bMLVlAOgMyRCUhUCJ6U9LaTGmhG3Ujad8IyQRInQdaYHVqevWdka1chATAgAaqE5oBG/pZROY6bNu7NSFgKUPISfdYShQMiYGumpPUCNsaCNNsaRTexDganUlHhaDbAgzsERPUP1E08+6FAaQekJ+Ed23LtOng6boOla2IXqWwXF5sidIQhSyM0DopQnPqdpkjQbxqwwmhOEVxK5becEQM3RAkRJ0Ud46O2Ad2hknfpSLb4QlD8ADSZjSTMCREREp6M6z2R0jhdiqG0BKTKlzCQVGARt+FEJmUlOug0ptYFbSVOHUmNezWO33PXNRvbdCkabxUS+MZr/AC+7nX/KHY2bMxyjTqTA81IPNV1jjz4JpZuudQTF0nn9TIz5ilxI6tQFdhURXM3WyPJuMba7KUiNfCaRuC5GahlkVwO8rTy1Q1nUmsZTVu8q1FiNWKTWUirSKEiUcC4U3lskotry6tkKVmUli4eZSpUAZiltaQVQAJImAOqtvEeFd9co5u4vrx9skEtvXT7rZKTKSUOOKSSDqDGhpCArctnQKqOkoJfrLjb2daCvbmnF7qUqsbiCIIJBBBBBggjUEEagg6ginZhnD3ElbcTxH5fd/bU3GWluqDbSFuLPgobQpazG2EpBUfMKw4hZPMLyOtOsricjra2lR15VpBjtimx5WDGo14aTsqAeyqdDLgK40TluMXdDndHPvd0Tm7o55zujNlyhXPZudzZejmzTGmyrHuMHEiYGJYjHx67P0vU1Vvk7TWxYLAOtM+ToBpfYDTAVANBuCV8Z2xZ7LDOunCzwvvWEJbav75ptAyobbvLlttCRsShCHQlIHUABSXcX4A0pes+KjFrhtt5qweW06hDrawWoW24kLQoS4DCkkHUA61FPRZSG0cacwCuF8tArzXtqjhh5PJr1JpsY4+h43Db77b5UtRfQ84h8qcnnFF1Kg4VLk5iVSqTMzTgtOHOKHbieJfLrr7WlRjiVxgbcNf8A6TP2tbo4osYGzDbj0s/a1nxLRsiIauiwTsxfDOHapQyKMge9MlLYSK2LThnesIDdve3jDaSSltm7uGm0lRKlFLaHAgZlEqMDUkk6mnJccTuNH/Vz/wDSZ+1rG3xK4zvw1/8ApM/a1LEtayoopEjwSNxew+JTRCijIHvTTxjGrq7y91XVzc5Jyd0PuvZM0ZsnOrVlzZUzETA6qXcP4WX7SEtoxC/bbQkJQ2i9uUIQlIhKUIS6EpSkaBIAAApcb4nsXH+rbj0s/a1iuOKDGjsw1/8ApM/a1E60bIc0MMWDQZC/DoOgVTrkXOh70h3PGHiI2YniPy+7+2rD/wCNMSdSpC8RxBSFgpWlV7cqSpKhCkqSXSFAgkEHQilpriUxidcOf/pM/a0sWfE/io/1c/5Ja+0qF0/YzcnwK+9D81KyFFOde9NDg6lxhQcZddYWAQHGXFsuAHaAttSVAEbQDrS7c8OL5P8ArLEfl939tSrc8VuMbBhtx6WftaR7viextX+rnwPzmftaY6fsuM69EjQT0vhn8VMQ5go0FM9byToNg0HVWG4UIp2p4lMa/i5/+kz9pQriVxr+Ln/6TP2taAt2zgP7RD+8Z5qoYLya0PYm7a8O8QaSltrEL5ptACUNt3lwhCEjYlCEuBKUjcAABSfj/Ce7ugkXV3c3IQSUC4uHXggnQlIcWoJJAiRTuPEhjX8XP/0mftKp+4fjX8XP/wBJn7SqjbSshr74iwQd4dDr21UlyJSlD3rnhFOn90nFP40xH5ddfa0tfuH41/Fz/wDSa+0o/cOxr+LX/wCkz9pT4tq2VFprI0E0yq9hp2lAZEGQPemTjmMv3K+cuX3rhwJCAt91bywkEkJCnFKUEgqUcsxJPWa0Cmui/uHY1/Fr/wDSZ+0rWxbifxZhpx56weQ00hTjiyWoQhAKlKMOEwACdAang2xZ2DIceFuAD2dQABSGG/aCjAuOLF7dIQ1iNxlGwOFL8DqBfS4QB1AwKs4R8bGK3SSh/ELhSDIUhCgylQIghQYSgKT+SqR2Uy0isiU1M2xpLWawQId7O9cbXtpVMMVwFKlY0N1f3PWZlNKds0DWrcoFAXpW4L8ZmKWSA3bX1w22kAJbKg62gDYEIeStKB2JAFXcKONDFL1Bbub99bagQptJS0hYOhStLKUBaT+KoEUlLtRVqbOsw2PJ63Xall/O9cbe7aVUnGHUpVIwZqoFKr1vWi41WhSiaHVWGqmqkUAUlU9L/Fl+EbD4/Z/WWq9La81OLP8ACNh8fs/rLVeldeFcL/z8t7r/ABatSz8iinHYsDInT4KfoFNykHjI437PC0oacJduVNhSGG9sZRBcWei2ntMmI0Miq3BLXjcen0G/zJbQaC0VCf2JXzTCC464hpCdStakoSPOY9FcTxrlBMKue52UpQ0ohKbt0wNZBKWynozplLhA2kj4NRr4zuH91iTpddc1QTkbT0UNpB0yI1EHTUyTOpNNFOIlU5tvzH36t1e76moNTQ82xZ7LrSMAeYqcbdoBqNc2pVqSSR4RUTJJ2ya1sUtsqkPiBzeYLBgS2QVK1I1IiQCQNu0kVwDiX42jbFNtdrKrYwlt1WqrfqSs7S127Ufm+BJu1dSoApIIUAQQdCDvBB2EHaDXNzEo6E+ju3eumgzTYkPkbNm7+iytpBAI2GD6ffZ5a1FKMx2+TTZsOsyforBgb2RRYVEiSgmJUmASQABABMARAggTFKDrW/y9X+FQhqkDlRKf8Dp+uPNWs471a7SN0jeNT8+zZVzh7DB27t3V77Zmtd98TGsb9pjzbPTtkdUVMmLIpWo1+idm/WI3bPPFaLiukQAk9ukjTqyE6z1k+mtm4Xp2bdffz7RSbzgBjq1A0027t3UOuY6qQpVnuV6EgdY64g67Tps2STskaaIWL3CgOiVTs1AUqYmZz6eiTA7KVX7oZdCJ2HYezZtjsOvaKQXrrQ69ezQjWAYg+Xd81BKAE3EWRkqUSpR1KiZ0J2bwE6zs6jrFK6EBKUp375856vfWsLJKlTsA2DUgH5vMB5d9Z7dmVZo2b/p17ffbVeIp2Li3H6lR7nB2J7oQNOstLjt2zO7N5q5KNQR1dL+lt/4pPprtnKBWPuSd5WVxpplQtMjeASuCN8J/Frir6gFgHekD51V0dl4y46SudtIfrz1eC03LQKPUdoI3ierZWo5YnWFA/MaU1jUjqPv/AF1hWIOno6/ftrQa4rPokly3UNqT9P0Vhpcd2T8/VWgsTMjz7D/f56feSXVoEVtYNhrj7rbDKCt11QQhA2kn6ABKio6AAk6CrHGTEjUdf9YqSnI74ElKV4g6j99+5W5O0NpJ51YkaBawEzt+5ncda83N6iGXbch0/GKsScrr4oZszPQPii6fxRcWbWE2h2KuFpBfejpLV1JO0No2JR5zqommLy28VY7jYa6KnV3ILMxmQ22glxaeoHM2g7jn7K7bwgf6OUnwtnv776g7yg8eFziLiUqzN2yU2yCDKSUEqcI3D7opSNPxBWHZ5MWZqcxiTt5vjcuitENhSeG3kgc2/qp2lc/quagVQmupJXIUQSTXpJxM/gnDP5usfqrVebiDXpHxM/gnDP5usfqrVeOcL/8AY4Hvn+VadnesehOym3w84c2eGoQ5evFlDi8iCGnncywkqiGW1qHRBMkAUk8fGIvM4c65b3bVi6lbMXLwUW0BTyEqBysPmVg5B9zVqobNtcU5Wq3F4NhJcdS88rmy48iQh11VkrO6iUIIStRKxKEmCOinYPL9G9HWWhGga51GRIjmENqHC6y/UEtLd28821X40W4DTMBdw4EcauG4g5zVpdpcdgkNqQ8ytQTqooS+22V5RqckwJnZWhwk47cJtXzbPXgDqFFCwhp91KFgwpKltNLQFJIIUmZSQcwFcSwbEmMUx/DX8KYUlm2Qjup5LIabBRzhWV5eiCUKDQKoUrOAJCRTW4nrdLuCcIHnUJW6WGXOcUkFQWQ+7mBI6J5zpyI1g7hXWehFnsJiRTFApBrDLmiI10aIYYvOuUoAL1LoJywUHGHHAU247MBVSr4V8ZeH2bTD9xchLNyJYcbbefS6AkKlJt23NMqgZMCruA/GTh+IKKbO7beWE5i3C23MoIBVzbqUOFIJAKgmBInaKh5w7dJ4N4VJPRuMUA7AHVkAemup8IrRDHDOzSyhDSVNpKg2kICiq1vEqJCQASUpSCfyR1VFH0Hkocu4X36wCacDVtz/AMd90Atu15QIxvYGqUTLiebk966Xd8oPBEKKV3xSUkpP+SXu1JgiRbQYPVStwx44MLsXu57m7CHhGZCGnnskiQHCy2tKDBCsqiDBBiDNR35NXCNm3vrxl6zfujeXNsy2tphDzduefuUFdwpahzTaudScwCpDa9OiJv4U2CMMxbEG8VZWqxxcvhF4hIU4yh90vBxgqSsZ2FLyLQE5xzbbgSRkSueLoVZrJ50rSNyWXwL7L0X1a3BcFLgLqtNS+gpTFIJh5bew78OnHapc4deIdQh1paXG3EpWhaCFJWhQBSpKhoQQQQRTG4ScdGE2twbZ+8Sl5Ksqwlt5xLat6XHG21NoUn4QUoFPwstOPi+wZi1s2GLVZct0IllalhwqbWS4khY0UkhfRI0y5YqKP7Vs4diGIYfjLSxa4m4lbd8kJzNpRcuPNvIWpCoSsuBLxSCptSUyCnpDmdHbBkp+YmGRC8hmLGNo2I9t6jjQh1SxvKLAKk4AqaLFc0ClMexSX4a8amG4eptN3c82Xm+dbKWbh5K2yYCwthpxMHtOzXZSb+7lhHMJue7DzC3lsJWLa8MutobcWjILfOIQ62rMU5TmgEkEDh/KFtWbHEcDQ2lx63tGrTIgQ866yxdpIbQNEuLWhORKdAolI31XlW4q3dYZh1wzbuWiHnbw8y+0lh1JQA0S42kkJJ5vMDJlJSeyt+Q0Ns+PxQHWkRi6rw5gAuh5AulhNSG1zIGKidMOF7LD+ikHwI40sNxBfN2l2265BIbKXGnFBPhFKHkIWoDacoMDWtzgfw9sr5x9m1e51y1UEvp5p5vISpaIl1tCV9JtYlBV4PkqP9petYrwls3cOtlsN2aAq7UttNuroF3MVNeF/pEMSRnOcggJQFUockL8I45/LJ+tX1UbS0Sk5eUjx2l7XMhQoghuc0uYXxC0h5DRXAVFA044pzI7i4DDMivUuucOON7DMPd5i6ugh7o5m0NvPKRmAKec5ltYQSkhQSqFEEEAgzSo9w/sU2f7YG6b7jOx4ZiCZy5AgJLhczAp5oJzyCIkVHfittkXGO8IC8hLsIxNA5xIUAlN2GgIIjRtCUTtgRvNaHJ54CNYvgrzFy+6wyxiQuSttSAdLBCFypxKkIEOFRUQYjtNWpjRCzJeDfixIg1epMV2DgRFBNGNDaggigqXdCQR3k4AY1p1KSHF/wAZFhiecWdwHVNgFaChxpwJJgKyOoQpSJ0zpBAOhM6Vi48/wPiXxC6/QrrkPEVaIu+EGIYlZtpbw5ts2zakJCG3HCi2R9zSAE5VBhb5gCA4ySJcrr3Hp+B8S+IXX6FdYU7ZkCz7Zl4UAuoTBcWvILmOcQSxxAAqOgZqRry6GSedebrZrMDWu1WdNfVTDQLnyrgqtli5itU1QU+qaQldu7raauBSAFVkQ+RSJpYl1wg1gUxWk1dVtt3FNSUIWJy2rWcYpT5wViepC1ODitzi1H3xsPj9n9Zar0qrzY4u/wAJWHx+z+stV6T14RwwCkeW91/i1bVnGrSoacMOPTFBOW4SlC9yGmwUdiVFJUPOSe2uZ3N+47mcUtTjjis61qVK1k66k9usbu2sDr+dspJmNhpOsFFOnnEe/vpXs0nZspJ1EtCYyud1obWm+gVBz3OzNUqsXZCwSNdsK267SDt/Vr21s4pahQzp0I2+/vsrXWQsQRrurdsHIGXze8+/67/MmpLtX9YO36f7+yum8VfGo9YQysqdtdgRIzszOrJOhAmeaV0dNCnWecYrZ/OfQfffurXYujsVrHwt48o6u0DyxUUSG2I268KSHEdDN5pU4sF4QW9+yl23cSop2EGFg6EoUFCUK0ByqHUYIg05MMvs6ddHEgZxtgwDu1j9cjdUEsBxZ23WHbd1TatykHRQ6lDVK0/kqBFdf4Hcey0FPdbMkTLrEDN152leFm6OoWIy6DdWPGs57TVmI71rQrQY4Ufge5SMuU7IHoHl2z2mYO+k5w/N7++z5q0+DPDa0vBmYfbWYkoCsq07dS2sJcT5wKyPrzK6PgxugbDpr76GqLmluBV1rg7EK8JB3Rr2jbv0ge5rTcXu180D5p0J11AmJ2aUqpToIA2wN4jqMDcZ08nXWliKYJ2DbtEHzGQNNNB2UwiieMUl3Gzf2jMCfSTHp6ta0XW5O89f+Pz6Sa2bhI8u2NfJtAgA7DJnfVGGcxEQYMTuE7uyNnuKSlUtaLAm3hJVGzZG7tAmZ39dVtoCSoxsmTGwb9Oz5vLW9jbgQ3mUQkCPC0jtOvzbfTXB+NLjOBSbe2UCDopQ2enYT5NB9DoUu6K661NizDYTalNbjSx3ui7WUmUJhKeqEk6+Ukmuf4wqHE+Qe/z0oMqA1VtPWTqTu2zrSRjB6Y83lrqIMIQmBgXNRYhiPLjtW8/Gh37K17lO+srapHz/AK6u2jyUrFGFqMmQR6OqqAA+X9VWvN5TPXuHb/d+qgCD2U9C3eDmFqeebYb8N5aW0kiQCtUZj+SnVR7Aan7wMwVFvbtMoEIabShE7cqQEgk71GJJ3majtyYOLsrUnEXgQAVJtk6jcUOPHfrKkJGyM6tZQRJa8dKEx8+z56560I4iRboyb47ezLtXQ2fLlkK8c3eGztz6KJh8f2Mdz4ddupIStDKg2reHF9BHnlWlQHQPffUqOWBjS+4WWhID1yM+nwWklY1H5eQ+aotoTV2yWDVl+8+GHmqNsOOtEM7B44+SpFWqFZIqiq1qrIWs4a9KOJj8E4Z/N1j9VarzZcFegHFNxh4a3hmHtuYlYNuN2FmhaF3luhaFpt20qQtKnApKkqBBSQCCCDXkvCvLxY8pAENpdyz6oJ/Z5loSBAcapk8bD6sUx5rB3XFN4fbNC5uW0koNwpLfPZSRBKYU0kAQUjn1A5gkpbnKHxlvGMKtlYSxcPs2945b5GrZyUBFpKYbQklLeV1sAkAaxpFPjjSwTg3iroeuMTs23gkILjGI2aStCSSlK0uFxsxmUM2UKgxMAQ6+A3CLAsPt021riOHIaQVK1xC3UpSlGVLWpTsqUo+YAAAAAAcpBtJkpBlI0CBGMSCABDuFsO8Q4RHlwBLnPqKYCgFCrJYXFwJFDt28wXQ7DwETtyp2+QVDHCrK7wq3xfCXMOvnl3iUM2zzLC3GlJRziOcKkJIUlTa0rAbzHNKVBBBiU/7puFfxphvy61+1o/dNwr+NMO+XWv2tc/YdoTtna1rpVz2vLHEEPbR0N19hBA2HMbVLEY19OVSn4qMfGhxf3rOBYVbdzPOPhy9ddbZaceLPdCi4hLnNJVlISpIO4KzATE08uCtjd4rwjZxTuC6srW3bhRvG1MrVlZfbSEpUOkpTj2xBUEpSSVAkJPa/3TcK/jTDvl1r9rR+6ZhX8aYd8utfta1ouk1pRJdzDJm+RHF+j8BHdefRtKbg2pNKKMQWA+thh3KOHEbwjfwh/EVPYVir4unGsht7JwgBly6JKisIBCg8mCmdh2aSqcduI4kHcTsby1u7+2uci8KcZtgtu2WFlaCFsNBRKAotKCiXDzYBlLpUe9fum4V/GmHfLrX7Wj903Cv40w35da/a0P0gjvnjOmzzfIberfrVly45pu8gi5Q09YEgoEIXbt9J3J7wJ+0wm0YugUvIS4SgmS2lx5xxtsncUNrSkp2JjKNEiuB8cl5ii+78OvbO6vVLumncKuGrUKbZbS8pRyqYaEly2UGSNVBRWFaQakb+6bhX8aYb8utftaP3TcK/jTDfl1r9rWbZtpzsrPRZyJJl5e6/6jmlrr98XXAEgVwcP2m4FPexrmht5Rs4ecHr20c4PLXaXVwqwt7Nb6bdlx8o5i6S9zGZsKbzobSGxKgkkDWNaUeUtij+L2Nq6xhuJNqbubppTL1o5z37wyoOZGwshtRXkCzEqQsbqkF+6bhX8aYb8utftaP3TcK/jTDfl1r9rWrC0mnGxYEw+RcYkIvoRfA5ZcXC7dI/awzpRMMFtCL2B/BclvcJfsuFybhth9dtfNBLzqGXFtN863zZCnEpKEHui1ZcVnOgcnQEUzuKLH38IvsUcdwvFH03T6ubNvZuKEIuLleYlYSkpUl1JBSTv7KkX+6bhX8aYb8utftaP3TcK/jTDfl1r9rVdtuzToBgx5JzwYUOE712lwhOJacG1BxoehLqhWodtJ7VHt8XODYvij67C8uWcQbujbuW7KnE57t1NwkKUkZUhCytpadVjKkhKgoEuLiV4GP2fBzEE3Vq8tVyl9xNonM3cONdzNshEc2tbTrhQuElClAFEiSUjsX7puFfxphvy61+1o/dNwr+NMN+XWv2tE1pDaEeCIfFHA1hF7gH1fqfVphyecjqohsJoNb2/dtWhxANhOFWoFq9Zgc8O5n1KW63Fw8JWpTTKjn/AHwS2nRY27Ts8en4HxL4hdfoV1m/dNwr+NMN+XWv2tNPjk4wcNdwrEG2sRsHHF2VyhDaLy3WtalNLCUoSlwqUpR0CQCSaw5eWm5i1mzBgvaHRg6hDjSrwfWIqabzjtKkcWiHSuz8FAFus6RWJArKDX1g3Jc+5VIoNUop6SiJqtUAq4CmkpQECr0rqgFVpl5OosyH6qu4rBFUIpQ5NupwcWqvvlYfH7P6y1XpZXmlxZD742Hx+z+stV6W14VwwmseW91/i1atnDkuXmQ3mb8m4jYeyKzLUFajQ6z79tZXlz7/AKtlYVNbxp2bvN29nbXuIcs9Z7d49WtKVs/r7+jXZ6N3mpGCt/v5PJurYt3x1dfbTwhL64UN+vv7xpSJeNkGRtnXbW9YP7vf/Gi9T55FBCAVr22olByq3jalW3wh6ekIPbVzN6JyrSUKG/anzGJGn43p0rTIyqkUoOIDiZGigNo2+5ihC2AIhaTqNUqBiD1hQ2HtFPDAONXELaAH+dSPgvp5z/maOnadqyK5yw5BhQI/KBImNh83bsNbjoWkSIcHaMqvSNPSOqmvY145QqnNiOYcDRd4wPlBARz1qrT4TLoVPWcq0ojr8MzA1pytcdmHOJlanmydy2Fqj1XOJ9BqLab5J2pKTt60+SRr8wrILhB+EPOY+mKqvs+C7Z2FWmT8Vu0dYUpGOMfDVCe62wOpQdSYEDQKQFajXZNJ+I8c9gyk8yV3K9YS20ptObcVLdCdO1KVHsqMrq07Mw9I9Pv20NLSNcwV+brrr1enWKY2zYTd/anOtCIdyffD/jCub4/dFBtoeCy1IQB+UfCWe06aDQVz2+dCdNSTsjU+j3FXXVypWg6I69qvQNB89ai8qf1k7T5d9XGtawUAoFTc5zzVxqti0zFQJ2zASJUQTpA6yeodlPBfFLiq5WLJeWAQFOMIUZ/IU6FJMblBJpwcmHg13Ve8+pMtWgDgmYL6yQ0Jj4AC3ZGqVJaO+alZeNpCdUj0frisudtB0N92HTnr/wBhashZ7Yrb8SuOQFO3EFQJxOzcYcLTramnE7ULEGDsPUQdYUmQddatac2e+ypW8Y3Ali/TDqTmR+9vII51vNtEkHOgnahQI36EAjgeJ8V10zcptwttaFyoPgEBCUkZituZC+kmEgkKnwhCilJe1ITxR5unu6vLPpSTVjxobv1YvA5b+vzy6Ez3xOg1JIAA2kkwABEkknYBMmnhwT4rLx91lDrKmW3HEhalKQlxLXhLIbzc4lWUEDMkEKInSa61wU4NWuHI5xKM7oSSXl9J06ahGkNg7MqAJEA5ttdZ4E4OSoPODpFAAG4TEnzmqsa2HuN2COs59Q2dfYr8GwhDbfmD1DwJ29XanLwVwdLTaEISEoQlKUpTolKUgJSlI3AAAAVh4VPHLl2T1dXv+rtpwuOBKa5Jxz8NhZ2zjo/fVfc2EnWXVAwSJEpbALh6wmNqhVbVVAY3M4KZsblGI7ILhXHxwiTcXfcyYUzapU2Y2KfXBeO2OhlbaiJSpDvXXEsTtebWU7to8h2f1U4wo5pJJJMlRMkkyZJOpJMyTtrFwqYCmwv4SDB/NJ/UY9NdNBgiCwMbsXMTMZ0aIYjtqbJqhqqRRlqZQLGpNY1IrZSiaUbXDJGtMdhmnNFckhFuqc3S/dYXA0pKW3QKHJDgRmtXm6MlbOWqZaeAmFWINVUqq5apFOoCkWJQq3JWaKrFF1FVhyUc3WUiqxQWIqsIbqvN1nSmroqMhPC1ubo5utiKIpLqKrX5uqhus+WjLSXUVWHJQEVliq5addRVYwmrgKviqAU6qbREVSKvoim1S0VoFVqtWUuaFcDVRVlXA0hCUFXUVSqikSpwcWg++Nh8fs/rLVelVeavFp+EbD4/Z/WWq9Kq8L4X/n5b3X+LVp2fkV5nunXTr9+332Veka1RxGXQ/PVAK90ICzVa8ff39/RWFvQ/qnSIrbV7x59/vurWdT6aVC27Z4fr2efzf3Uqp6QjfG+kBo+/X8/0Vu2dyRG4U4JDgr7lO73Hv2VS2eymdfJWziDcjMPR2+jz1qMncZ/q0pEq3blkLEj5vJWtZXBSYOw1lsjBjdr19s+5ovUDbu9/f31EK67s56Sdms+fs/VWgE9g9HbH6qULFwpO3TZ5/f33VZetQdNh+YdpoKFo5T1fQPm3VR13zVtNK+b31/urFfAHq9/KB7+eiiFph7TTZ7/31p3Cgff+vqrO4mPn+b321n4H4Sby7t7UAnn3kNqidEKVLiv9loLV/s76gjPoMVJDaXOoFLjk74D3HhrOYQ7czcuSIMugc2kg7ClkNgp3Kz0+8RxHodeuvvFZ28OjLOkaQN3UB5KwXliUlQmR1HaK5OK5ziXHau0gw2MaGjYEz+EHCdDDWZRHTVoNngyr5imuc2uNO3Di1NhSlu/vYSMxCE7DH4smSTAGbUiKwcbnAe6vrlCEOFNslKg4hMhalKV0iCQUFMZZ25YOipgdt4ueCDdq2EpQAYAUTqpUDSVHUxrA2DWAJqAQmmm0nPmU+uIJqKAZc/8A0m3xecEnlqDt5lC0kFDQOZKfy1biqRoBITtkkjL163ISOwaVqAdQrbbb0irUNlMVUmI1/Na+L3gy7R1e/vvqJfKNv3V3qErBDKWQpjbC85POL2RmKkhMAmEoQdM9SQ4ZXeUFCDBIIHZuHz/RXM+Nrgeby0SWkk3Fv0mhoC4kpHOMyd6gAU7OmlIkBRq1Jx2smAXZZdFdqqTksXy5azPPp5lG1zZ5D79vuauCecQU/jCB7+YGsD6p8/v5azYfpp79ldQuVOSa8Rod2lVBraxhqHFdvSHn/vrSJpBioylzCbIbTThZtwBJpAwm8EVt3mJADbNVojHONFchOY0VVMUcABpsuCTWe6uys9lZmUCrLId0KrFi1KT1Iq2lVbFaVy1FKQo2vqtaqGq1Q0ikVCKpV1EU6qSitiiKvAqsUhciiokVWiqimpypRQatUaAkVSaAatmrhSkUQiKKuNUptUtFSq1WKpFIhVFUNVooSq01bWSKtIpQUlFaKuTQBVwoJQAiKKKKRKnBxafhGw+P2X1lqvSqvNbi0H3xsPj9n9Zar0prwvhf+flvdf4tWnZ+RXnBb3CXRlOitx7OrdWi+0UmDuMe+vX77q1ykg7RI2EfNSm29zqJ+Gjwt8pg6j+/YfNXuxxWU07Fp+X39/fbWNxHVPvNZo3a1ipE9UZO7f8AR1T11lQPJWFsa/Rv/wAffz5kHX+7+v3NKEFKNkuRHv7/ANda1yiD9EfNv2UNqg/SK27xEpn00qY3BYGnJjf5dnn+f30rZSZEHb2+X++k9Cta3bdZn39/8aE9YQqD5+z/ABrcSjMDHVp77h7+XHdp3js9/P2Vht3iD79R9420JDkjLB8+nm7PP9NaWJtQZB3dvZH0UrOQr5vfb5TpWpeN9H558/l/VRRKEhKuNNffy08uThchOM2SlbM7w69VWtwlP/ERTFxFuJPn2U5eIEZsWsx/5q1f0WHVfqqjNnkO6D4K1KfOt6R4r0FtG5M1S+t5g7Ov38s1dhypSD2VnUdddmysE4hdFeIctG2wxE5oE+St9tkVfzY02D32VVzWhrQE10QlWPGNla1zcQCdsVkdH9VYb0QgncNtDjhghvOma/bFa1KV1/P2dcDfS/bWQCNY2b/mjtrWSoT1dnvvrXxzEYEdXVtJ6vm21XbQYlWyS4gBRV49cIQxiT6UABLmR4JGxKnEguDzuBa/9oUzUJI99tdo5TGFJ/yK40Dig607p4UZHG5P5GZ1PWQpP4tcZ52VR7+++urkol+A081OzBcnPMuRnDn8cVp4vbBZB3iR6DTfu2iDBpVt7/M4ofBnQ+TT5wK1sWMnSrLHG8qjgLtUnNmtttqawIbret1VKSoCViVb1VKordkVrXKaRNBVU3FYLlya1nFVYo0lU8MVDRVKqmmlPCuFViqAVXLTE6qKIrYYYmtruSlDU0vCTIqtbNw1FappCE4GqoTVpFXVWKUGiFjir00RVRQSgBVoAoopqciqTVCatpaJKrIDRVoNXUiEUUCrqEqtiqxVaKSqFaaqmq0UVQl/i1/CNh8fsvrLVelNQU5K3ABy+xFq4KT3LZOpecc1CVPtkLZZSfhLz5HFAaBCelGdIVOuvAeFmchRZ2DBYauY03ua8RQHnoK03ELVkGkNJXmviVsAQU6pIkEbwdR79u6tVm4Da0rPg+Av81WkmeokK9NIKeEjmXJlbgEkaKkSZIHSiJJMdtazuMKUCCEwdNh/rr33WtWTdKel8xCiPRp16/rrXUny+4/r9Hz03VcJXCACEGABMKkxvMKifNVh4QuTMI9Cv7VJrAnAHanGR/Xv9/fyVfl/Vrupsft+vqR6FfTmmqjhE51I9Cv7VLrGpaJ1sr/v/XvpQtFSI9H0eWmKOETn4qPQr+1WRrhS6NiUehX6lUutamubVOi7ayk9nv2mhC/L9A9z9FNh/hS4ralvqmFbB/t1jRwkcHwUehX9qk1rUFpKe9u5IjywP6/PrWB5JHv7+/VTRb4UOjcj0K/Uqr18K3T8Fv0K/t0utalonWhzX38mprZMKH6urzxrTH/8Sufit+hX9qr2uFLo3N+hX9qjXNQAlPFWiAR5aVOIVwJxeynSXVJ86mnEj5yKaVxwgWqZSjXqCv7VYsFxtbD7VwgJ5xl1t5Eg5czagtIUAQSCRBEiROtVY9Hggc6mgODHhx3hemuDOdH3/VW3nmoS2fKoxNAgMWHnauP1XQq8cq3E/F8P9Vc+11k8UiUWyZ+CTt7FNhL1DjwjqHv1VCUcqrE/4Cw9Vc+1VXvrMT8Xw/1Vz7XScUi83ajj0DeexTPL2vv82/37K0cSelJTm7Trs9zGv9dQ9HKqxP8AgLD1Vz7XWu7yn8SP+hsfV3HtVNMnFP8A2nNtCCDt7FLEPJAKju7dP6vnpHbOY5zJEkpkztJOm7U6CN0VFp/lH4goQWbKDtht7z//AOjfVByjcQ0+42Wmz7m/7Tt3zUfEIvN2qT5Tg029i6Hyibpari2bP722ytQMnpOOOZXRH5KW2wPzlVxS8cgq1jokTs1On66pwu41Lq8WhbqGAW0FCQhLgGqioqOZ1RKiT1xAGm2WriWMrcmQkSQTlnd5VHy1vyp1cJrTmFgzbxFiuc3I+Sc/BfDkG5t0uSppb7KHAkkEoW4lKgCCCNDtBEVNfvc8F8Vc+V3f29QGwHhC7buNuoylTTiHEhQJGZCgoAwQYJGoBGm+u4997ivi+HepufbK4fTOQtmbiQjZcUsADr9IhZU1FMs9qdLGG0HWCvUpEd7ngvirnyu7+2o73PBfFXPld39tUd++9xXxfDvU3PtlHfe4r4vh3qbn2yuK+QNMvaXffu81Z1kv9EdikT3uuDeKufK7v7aqHk6YL4q58ru/t6jv33uK+L4d6m59so773FfF8O9Tc+2UfIGmXtL/AL93mjWS/wBEdikN3uGCeKL+V3f21He4YJ4ov5Xd/bVHnvvcV8Xw71Nz7ZR33uK+L4d6m59spPR/TH2l337vNLrJfd3KQve34J4ov5Xd/bVUcnDBPFF/K7v7ao8997ivi+HepufbKO+9xXxfDvU3PtlHo/pj7S7793mjWy+7uUhu9xwXxRz5Xd/bVUcnHBfFHPld39tUeO+9xXxfDvU3PtlHfe4r4vh3qbn2yj0f0x9pd9+7zRrZfd3KRSOTvgw2Wrnyu7+2q88nzB/FnPlV19tUcu+9xXxfDvU3PtlHfe4r4vh3qbn2yl+QNMvaX/fu802/LfRHYpEK5OmCn/8AyufK7v7are9wwTxRfyu7+2qPPfe4r4vh3qbn2yjvvcV8Xw71Nz7ZR8gaY+0u+/d5pdZL/R7lIbvcME8UX8ru/tqO9wwTxRz5Xd/bVHnvvcV8Xw71Nz7ZR33uK+L4d6m59spPR/TH2l337vNLrZfd3KQ3e4YJ4o58ru/tqO9wwTxRz5Xd/bVHnvvcV8Xw71Nz7ZR33uK+L4d6m59so9H9MfaXffu80a2X3dykN3uGCeKOfK7v7ajvcME8Uc+V3f21R5773FfF8O9Tc+2Ud97ivi+HepufbKPR/TH2l337vNGtl93cpC97hgnii/ld39tR3t+CeKL+V3f21R6773FfF8O9Tc+2Ud97ivi+HepufbKPR/TH2l337vNGtl93cpDd7hgnii/ld39tR3uGCeKOfK7v7ao8997ivi+HepufbKO+9xXxfDvU3PtlHo/pj7S7793mjWy+7uUhu9wwTxRz5Xd/bUd7jgnijnyu7+2qPPfe4r4vh3qbn2yjvvcV8Xw71Nz7ZR6P6Y+0u+/d5o1svu7lIbvccE8Uc+V3f21He44J4o58ru/tqjz33uK+L4d6m59so773FfF8O9Tc+2Uej+mPtLvv3eaNbL7u5SG73HBPFHPld39tWS25O2CJUFdxqVBBhdzdKSY60l6FD8kyDvBqOvfe4r4vh3qbn2yjvvcV8Xw71Nz7ZSHR3TAihmXffu80a2X3dymvhOGtMNpaZbQ00gQhttKUISNsJSkADXWtuoO997ivi+HepufbKO+9xXxfDvU3PtlYb+De23kucGknMl+JUvG4ajvRRRX0SslFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIX/9k=" width="306px" alt="el analisis de datos es"/></p>
<p>Proporciona una visión general de las características fundamentales del conjunto de datos. La limpieza de datos implica la búsqueda de errores, como duplicaciones, incoherencias, redundancias o formatos incorrectos. The Data Schools está diseñado para el aprendizaje y la formación en el <a href="https://www.marketeroslatam.com/migra-de-trabajo-con-este-curso-de-tester-de-software-que-te-prepara-para-la-industria-de-ti/">curso de tester de software</a> mundo de los datos. Los tutoriales y los ejemplos se revisan constantemente para evitar errores en la medida de lo posible, pero no podemos garantizar la exactitud total de todo el contenido. Mientras utiliza The Data Schools, acepta haber leído y aceptado la política de privacidad.</p>
<h2>Define cuáles serán tus fuentes de datos</h2>
<p>Hay más puestos vacantes para analistas de datos que personas con las habilidades necesarias para desempeñar esos trabajos, por lo que los profesionales de la analítica de datos tienden a tener una gran demanda [1]. Los puestos de trabajo están creciendo para los profesionales en las TI—Hireline informa en su Reporte de Mercado Laboral que las ofertas de empleo de tecnología crecieron un 88 por ciento en 2022 [2]. Familiarízate con el mundo del análisis de datos con el Certificado profesional de Google Data Analytics.</p>
<p>Esto permite a los usuarios empresariales analizar datos y crear informes por su cuenta, con una capacitación mínima y asistencia de TI. Aquí el acceso a los datos es más sencillo y el análisis se facilita mediante interfaces fáciles de usar. La información sobre el desempeño del agente de asistencia puede ser útil para reducir la latencia y superar las brechas de habilidades.</p>
<h2>¿Qué es data analytics?</h2>
<p>Utilizando nuestro ejemplo anterior, este tipo de análisis podría sugerir un plan de mercado para aprovechar el éxito de los meses de altas ventas y aprovechar nuevas oportunidades de crecimiento en los meses más lentos. El análisis de datos es el estudio exhaustivo de un conjunto de información cuyo objetivo es obtener conclusiones que permitan a una empresa o entidad tomar una decisión. Se basa en un método de búsqueda y organización de datos históricos para identificar patrones. En este caso, se utilizan mucho las herramientas visuales, como los gráficos circulares o de barras. El análisis de datos&nbsp;es el proceso de analizar la información de su negocio para encontrar información valiosa para su operación. El objetivo principal del EDA es ayudar a analizar los datos&nbsp; antes de hacer suposiciones.</p>
<div style='text-align:center'><iframe width='560' height='318' src='https://www.youtube.com/embed/SLKZeVaTRKk' frameborder='0' alt='el analisis de datos es' allowfullscreen></iframe></div>
]]></content:encoded>
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		<item>
		<title>Métricas de prueba de software: qué es, tipos y ejemplos</title>
		<link>http://www.hayeon.net/?p=20826</link>
		<comments>http://www.hayeon.net/?p=20826#comments</comments>
		<pubDate>Wed, 02 Sep 2020 12:16:06 +0000</pubDate>
		<dc:creator><![CDATA[38983930]]></dc:creator>
				<category><![CDATA[Bootcamp de programación]]></category>

		<guid isPermaLink="false">http://www.hayeon.net/?p=20826</guid>
		<description><![CDATA[Las pruebas funcionales de software a nivel de empresa permiten una mejor gestión de los datos, de modo que se puede hacer referencia a ellos durante las pruebas futuras y duplicar las pruebas más fácilmente. Las herramientas gratuitas de automatización de pruebas funcionales tienen muchas ventajas, pero también tienen limitaciones. Las pruebas de sanidad garantizan [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Las pruebas funcionales de software a nivel de empresa permiten una mejor gestión de los datos, de modo que se puede hacer referencia a ellos durante las pruebas futuras y duplicar las pruebas más fácilmente. Las herramientas gratuitas de automatización de pruebas funcionales tienen muchas ventajas, pero también tienen limitaciones. Las pruebas de sanidad garantizan que las nuevas funcionalidades específicas de la compilación o las correcciones de errores de la aplicación o el sistema de software funcionan como deberían.</p>
<p>Incluir conceptos de análisis de riesgos en su presentación demuestra un compromiso proactivo para reducir los riesgos del proyecto y garantizar un proceso de prueba de software más efectivo y exitoso. El software se ejecutará de manera confiable, segura y óptima gracias a las pruebas exhaustivas, lo que generará ahorros de tiempo, mayor eficiencia financiera y más satisfacción del cliente. Al descubrir y solucionar problemas en las primeras etapas del proceso de desarrollo, las pruebas de software desempeñan un papel crucial para garantizar la entrega de una solución confiable y eficaz que satisfaga las expectativas del usuario final. Las tareas o pasos incluyen la definición del entorno de prueba, el desarrollo de casos de prueba, la escritura de guiones, el análisis de los resultados de la prueba y el envío de informes de defectos. Es parte de un enfoque de DevOps, donde el desarrollo y las operaciones colaboran durante todo el ciclo de vida del producto. El objetivo es acelerar la entrega de software mientras se equilibran los costos, la calidad y el riesgo.</p>
<h2>Casos de uso</h2>
<p>Aborde primero los cuellos de botella críticos y las limitaciones de rendimiento para garantizar mejoras inmediatas y un sistema más estable. Validan que la aplicación se recupera exitosamente de una variedad de problemas de hardware, software y red sin perder datos o su integridad, garantizando así la alta disponibilidad del servicio que brinda la aplicación. Según (Bourne, 1997), al inicio de las pruebas de sistema sólo se han completado la mitad de los trabajos de control de calidad y pruebas, en especial cuando se habla de un  sistema cliente-servidor. Para estas pruebas regularmente se usan herramientas de depuración donde el programador va revisando línea a línea el comportamiento del código, al momento de detectar algún defecto procede a analizarlo y a resolverlo. Esto podría significar una mala comunicación dentro del equipo de pruebas o una mala comunicación entre los probadores, los desarrolladores y las partes interesadas.</p>
<ul>
<li>Puede decidir ejecutar las pruebas por orden de tipo, por ejemplo, empezando por las pruebas de rendimiento antes de pasar a las pruebas de seguridad y otros tipos de pruebas no funcionales.</li>
<li>Telerik tiene muchas herramientas de interfaz de usuario y estoy seguro de que habrás oído hablar de Fiddler, un software de depuración.</li>
<li>Significa que el software se somete a cargas de tráfico más elevadas (más usuarios, transacciones, etc.) para ayudar a los desarrolladores a conocer el rendimiento del software por encima de sus límites de capacidad previstos.</li>
<li>Antes de comenzar a trabajar, el equipo responsable del proyecto debe definir cuáles son los criterios de aceptación.</li>
</ul>
<p>Los probadores de programas son responsables de crear y llevar a cabo casos de prueba, localizar fallas o problemas y confirmar que el programa cumple con las especificaciones requeridas. Llevan a cabo formas de prueba, examinan los resultados de las pruebas y alertan al equipo de desarrollo sobre cualquier problema. Además, participan en el ciclo de vida del desarrollo de software y trabajan con las partes interesadas para comprender los requisitos del proyecto y diseñar estrategias de prueba. Fuertes habilidades analíticas y de resolución de problemas, meticulosidad y familiaridad con los procedimientos y herramientas de prueba son habilidades laborales necesarias. Las pruebas no funcionales son como pruebas funcionales; sin embargo, la principal diferencia es que esas funciones se prueban bajo carga para el rendimiento de los observadores, fiabilidad, usabilidad, escalabilidad, etc.</p>
<h2>Prueba de volumen</h2>
<p>Una persona con muy pocos conocimientos técnicos también puede interpretar los resultados proporcionados por JMeter. Testim es un auto inteligenteated herramienta de prueba de software que utiliza el aprendizaje automático para acelerar el diseño, la ejecución y el mantenimiento de la automatización.ated casos de prueba. Los casos de prueba se pueden ejecutar en múltiples platformularios, <a href="https://citeia.com/innovaciones-en-tecnologia/curso-de-tester-de-software">El mejor QA bootcamp del mercado: un curso de tester de software hecho para ti</a> incluidos dispositivos móviles. Se integraates con el proceso de desarrollo y prueba continuamente la carga de sus aplicaciones web. También incluye informes coloridos y una grabadora web que le permite comprender los problemas claramente en tiempo real. Las herramientas de prueba de carga ayudan a determinar el tiempo necesario para cargar un sitio, una aplicación o páginas.</p>
<ul>
<li>LoadRunner es adecuado para evaluar el rendimiento de un sitio web o una aplicación web en condiciones de carga elevada.</li>
<li>Las pruebas funcionales se ocupan de comprobar si el software funciona correctamente y cumple las expectativas del usuario.</li>
<li>Además, maximiza la cobertura de las pruebas de rendimiento para garantizar un rendimiento óptimo.</li>
<li>Sus sencillos gráficos y diagramas son suficientes para analizar los datos primarios relacionados con la carga y las estadísticas de utilización de recursos.</li>
<li>Un buen conjunto de pruebas debería &#8220;romper nuestra aplicación&#8221; y ayudarnos a entender sus límites.</li>
</ul>
<p>Al probar estos escenarios, los desarrolladores pueden identificar cuellos de botella en el rendimiento, limitaciones de recursos, problemas de escalabilidad y otras vulnerabilidades del sistema. Las pruebas de estrés de software son una técnica crucial para evaluar el rendimiento y la estabilidad <a href="https://citeia.com/innovaciones-en-tecnologia/curso-de-tester-de-software">https://citeia.com/innovaciones-en-tecnologia/curso-de-tester-de-software</a> de un sistema de software en condiciones extremas o desfavorables. Consiste en someter la aplicación a altos niveles de estrés, como grandes cargas de usuarios, recursos limitados o entradas de datos excesivas, para identificar su punto de ruptura y sus posibles puntos débiles.</p>
<h2>mediante pruebas no funcionales</h2>
<p>El test de resistencia&nbsp;(endurance) se hace enviando peticiones a un sistema en ciertos intervalos de tiempo. Pensando en una ciudad como un sistema imaginemos que los autos son peticiones y en ciertas horas del día (las horas pico) el sistema tiene una cantidad de peticiones, pero en otros horarios las peticiones disminuyen. Y cuando lo hace, pueden considerar otras opciones disponibles, con lo que pierdes negocio. Averigua el nivel de soporte al usuario que puede esperar del proveedor de la herramienta.</p>
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" width="302px" alt="ejemplos de test de volumen a pruebas de software"/></p>
<p>Al detectar cuellos de botella en el rendimiento, ineficiencias y áreas de mejora, las pruebas de estrés ayudan a optimizar el rendimiento del software, lo que se traduce en un sistema más rápido y con mayor capacidad de respuesta. Durante las pruebas de estrés, se simulan varios escenarios para llevar el software más allá de sus límites normales de funcionamiento. Esto incluye probar el tiempo de respuesta del sistema, el uso de memoria, el rendimiento y la estabilidad general. Al sobrecargar intencionadamente el sistema, los probadores pueden identificar cuellos de botella,  fugas de memoria, degradación del rendimiento y posibles fallos que pueden producirse en condiciones de estrés. Obkio es una herramienta de pruebas de software que ayuda a los jefes de control de calidad y a los gestores de pruebas a priorizar y clasificar los problemas en función de su gravedad.</p>
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