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	<title>Bootcamp de programación | Soraya Sarmiento Negocios Internacionales</title>
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		<title>¿Qué son las pruebas funcionales? Tipos, ejemplos, lista de comprobación y aplicación</title>
		<link>https://sorayanegociosinternacionales.com/2023/05/10/que-son-las-pruebas-funcionales-tipos-ejemplos/</link>
				<comments>https://sorayanegociosinternacionales.com/2023/05/10/que-son-las-pruebas-funcionales-tipos-ejemplos/#respond</comments>
				<pubDate>Wed, 10 May 2023 14:10:39 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programación]]></category>

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				<description><![CDATA[<p>Las pruebas de software son una parte integral del ciclo de vida del desarrollo de software (SDLC). Las pruebas son la forma en que puede estar seguro acerca de la funcionalidad, el rendimiento y la experiencia del usuario. Si los problemas se arrastran al entorno de producción, los más caros y lentos que van a [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2023/05/10/que-son-las-pruebas-funcionales-tipos-ejemplos/">¿Qué son las pruebas funcionales? Tipos, ejemplos, lista de comprobación y aplicación</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>Las pruebas de software son una parte integral del ciclo de vida del desarrollo de software (SDLC). Las pruebas son la forma en que puede estar seguro acerca de la funcionalidad, el rendimiento y la experiencia del usuario. Si los problemas se arrastran al entorno de producción, los más caros y lentos que van a solucionar. Loadium es una herramienta de pruebas no <a href="https://www.tripadvisor.com.mx/Profile/stevenfA2481LG">https://www.tripadvisor.com.mx/Profile/stevenfA2481LG</a> funcionales que se utiliza mejor para llevar a cabo pruebas de rendimiento y pruebas de carga, dos tipos de pruebas no funcionales que son  mucho más fáciles de llevar a cabo utilizando herramientas de automatización. LoadView es una herramienta de pruebas de carga basada en la nube que comprueba el rendimiento de su sitio web en condiciones de alto tráfico.</p>
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" width="308px" alt="pruebas no funcionales de software"/></p>
<p>En las pruebas no funcionales, como las pruebas de rendimiento y de carga, esto puede significar en muchos casos que el software simplemente siga funcionando con normalidad sin ralentizarse, retrasarse o bloquearse. Los casos de pruebas no funcionales pueden incluir la comprobación de lo que ocurre cuando alguien intenta acceder a datos seguros dentro del sistema o la rapidez con que se carga el software al arrancar. <a href="https://www.metooo.it/u/66067d9dfac31e2602f637aa">https://www.metooo.it/u/66067d9dfac31e2602f637aa</a>  El entorno de pruebas es un servidor de pruebas que utilizará para realizar pruebas de software de muchos tipos diferentes. Es posible que ya disponga de un entorno de pruebas adecuado, sobre todo si puede utilizar el mismo entorno para las pruebas no funcionales y funcionales del sistema. Antes de iniciar las pruebas no funcionales, reúna todas las herramientas de prueba que desee utilizar para llevarlas a cabo.</p>
<h2>Pruebas de escalabilidad</h2>
<p>El software testing tiene el objetivo de explorar y analizar de qué forma un programa es o no seguro frente a ataques cibernéticos. Asimismo, revisa si los procesos de autorización y autenticación no tienen ningun punto de quiebre. IBM Rational Performance Tester ayuda a los equipos de pruebas de software a probar antes y con más frecuencia como parte de un enfoque de DevOps. Cuando el desarrollo deja un amplio espacio para las pruebas, mejora la confiabilidad del software y las aplicaciones de alta calidad se entregan con pocos errores.</p>
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" width="301px" alt="pruebas no funcionales de software"/></p>
<p>Además, se realiza una evaluación del comportamiento del cambio de funcionalidades de una aplicación a otra mediante interpretación, cambios en el fondo, modificaciones o actualización de la infraestructura de la plataforma. Somos especialistas en aseguramiento de calidad de software, apoyando tu negocio y agregando valor al proceso de desarrollo de software. Ahora que sabes los tipos de testing que hay y quieres saber más sobre todo el proceso de desarrollo de aplicaciones, a lo mejor lo que necesitas es una de nuestras formaciones. La herramienta de pruebas también debe ser fácilmente reutilizable para múltiples pruebas y cambios. Por ejemplo, puede comprobar cómo funciona el sistema cuando se conectan al mismo más clientes de lo habitual.</p>
<h2>¿Qué aportan las pruebas no funcionales a la certificación de un software de calidad?</h2>
<p>Las pruebas de rendimiento evalúan el rendimiento de un sistema con una carga de trabajo determinada. Ayudan a medir la fiabilidad, la velocidad, la escalabilidad y la capacidad de respuesta de una aplicación. <a href="https://www.cybo.com/MX-biz/curso-de-tester-de-software">https://www.cybo.com/MX-biz/curso-de-tester-de-software</a> Por ejemplo, una prueba de rendimiento puede analizar los tiempos de respuesta al ejecutar un gran número de solicitudes, o cómo se comporta el sistema con una cantidad significativa de datos.</p>
<ul>
<li>La siguiente etapa del ciclo de vida de las pruebas no funcionales consiste en configurar el entorno de pruebas antes de iniciarlas.</li>
<li>Aunque las pruebas no funcionales son esenciales durante la fase de prueba del sistema de pruebas de software, el proceso de pruebas no funcionales puede plantear retos a los equipos de software que no disponen de recursos y herramientas suficientes.</li>
<li>Cuanto menores sean los requisitos de la aplicación informática, más flexible será el software.</li>
<li>Al realizar pruebas de rendimiento, pruebas de estrés y otros tipos de pruebas no funcionales, los resultados que más se suelen tener en cuenta son las velocidades y otras cifras absolutas.</li>
</ul>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2023/05/10/que-son-las-pruebas-funcionales-tipos-ejemplos/">¿Qué son las pruebas funcionales? Tipos, ejemplos, lista de comprobación y aplicación</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></content:encoded>
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							</item>
		<item>
		<title>¿Es Avafin confiable en 2024? Análisis completo + opiniones</title>
		<link>https://sorayanegociosinternacionales.com/2023/03/31/es-avafin-confiable-en-2024-analisis-completo/</link>
				<comments>https://sorayanegociosinternacionales.com/2023/03/31/es-avafin-confiable-en-2024-analisis-completo/#respond</comments>
				<pubDate>Fri, 31 Mar 2023 12:57:12 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programación]]></category>

		<guid isPermaLink="false">https://sorayanegociosinternacionales.com/?p=837</guid>
				<description><![CDATA[<p>SQL es esencial para el data management, puesto que permite gestionar eficientemente grandes conjuntos de datos en bases de datos relacionales. Gracias a esta herramienta, los usuarios pueden realizar consultas complejas, actualizar y manipular datos, garantizando la integridad y la consistencia de la información almacenada en bases de datos. El análisis de datos según Sampieri [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2023/03/31/es-avafin-confiable-en-2024-analisis-completo/">¿Es Avafin confiable en 2024? Análisis completo + opiniones</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>SQL es esencial para el data management, puesto que permite gestionar eficientemente grandes conjuntos de datos en bases de datos relacionales. Gracias a esta herramienta, los usuarios pueden realizar consultas complejas, actualizar y manipular datos, garantizando la integridad y la consistencia de la información almacenada en bases de datos. El análisis de datos según Sampieri ofrece un marco ideal para la comprensión profunda de los datos de una investigación, permitiendo generar conclusiones  válidas y significativas que contribuyen a la toma de decisiones informadas. El análisis de conglomerados, también conocido como análisis de clúster, es una metodología que se utiliza para agrupar objetos o casos similares en categorías o grupos. Su objetivo principal es identificar patrones o estructuras subyacentes en los datos.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="que es el analisis de informacion"/></p>
<p>The Data Schools está diseñado para el aprendizaje y la formación en el 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 <a href="https://ccnadesdecero.es/profesion-analisis-datos-curso-online/">https://ccnadesdecero.es/profesion-analisis-datos-curso-online/</a> de todo el contenido. Mientras utiliza The Data Schools, acepta haber leído y aceptado la política de privacidad. Mira este vídeo para saber qué es el análisis de datos y cómo lo define Kevin, Director de Análisis de datos de Google.</p>
<h2>¿Qué es el análisis de datos? ¿Cómo funciona en la práctica?</h2>
<p>En este artículo, exploraremos todo lo que necesitas saber sobre el análisis de información en una investigación. Desde la importancia de contar con un enfoque sólido hasta las diferentes técnicas y herramientas disponibles, te proporcionaremos una guía completa para mejorar tus habilidades analíticas. El análisis de la información implica recopilar, interpretar y obtener perspectivas útiles a partir de los datos. QuestionPro Research Suite es una herramienta que ayuda a las organizaciones y a los investigadores a crear encuestas, enviarlas a través de diferentes canales y recopilar diversos tipos de datos. Implica convertir datos crudos en información utilizable para comprender situaciones complejas, identificar tendencias y encontrar conexiones.</p>
<div style='text-align:center'><iframe width='566' height='317' src='https://www.youtube.com/embed/OsqKz9HphRM' frameborder='0' alt='que es el analisis de informacion' allowfullscreen></iframe></div>
<p>Desde pequeño me gustó eso de juntar palabras y jugar a videojuegos y aquí hemos acabado. Estoy enamorado de Kirby, la cultura japonesa y todo lo que se lea, vea o escuche y tenga narrativa. Sólo hace falta dejarse arrullar por su amor por la naturaleza y todo cuanto se contiene en ella que está vivo. Incluso sabiendo <a href="https://ccnadesdecero.es/profesion-analisis-datos-curso-online/">Como Acceder a la Profesión del Análisis de Datos con un Curso de Analista de Datos Online</a> que Snufkin nos gruñiría por poner sellos (&#8220;¡una forma de cartel! ¡De imposición!&#8221;, nos diría, airado) en vez de simplemente abrazar la belleza de la preciosa conversación que debe ser una crítica. Como no podría ser de otra manera, lo preciosista que es visualmente se traduce a la perfección en lo musical.</p>
<h2>herramientas de análisis de datos imprescindibles</h2>
<p>La totalidad de los profesores sostienen que en sus clases mantienen una línea expositiva sin divagaciones. Sin embargo, esta apreciación solo es compartida por el 23 % de los estudiantes consultados. En un proceso ETL, los datos generados se transforman primero en un formato estándar y, luego, se cargan en el almacenamiento. El volumen, la velocidad y la veracidad de los datos generados en la actualidad no son comparables, y extraer el valor máximo de ellos es primordial. Por lo tanto, invierta en un sistema de gestión de calidad que sea completo y robusto para monitorear el desarrollo de su negocio. En la era digital, es posible contar con el apoyo  de varias herramientas esenciales para lograr resultados más expresivos.</p>
<ul>
<li>Este enfoque permite descubrir estructuras ocultas en los datos, identificar grupos homogéneos y heterogéneos, y comprender mejor las relaciones y patrones entre los casos.</li>
<li>El análisis de información generalmente se organiza como parte de una inteligencia de negocios dentro del departamento de tecnología de la información.</li>
<li>Las técnicas de análisis de datos ayudan a examinar datos para encontrar patrones, y el análisis de información va un paso más allá al agregar interpretación y contexto.</li>
<li>Decodificación de datos contenidos en un documento, es ejecutado por un especialista en relación con las operaciones del procesamiento de la información para facilitar la recuperación y acceso a la misma.</li>
</ul>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2023/03/31/es-avafin-confiable-en-2024-analisis-completo/">¿Es Avafin confiable en 2024? Análisis completo + opiniones</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></content:encoded>
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		<title>Pruebas de integración de software: qué son, niveles y tipos</title>
		<link>https://sorayanegociosinternacionales.com/2022/08/25/pruebas-de-integracion-de-software-que-son-niveles/</link>
				<comments>https://sorayanegociosinternacionales.com/2022/08/25/pruebas-de-integracion-de-software-que-son-niveles/#respond</comments>
				<pubDate>Thu, 25 Aug 2022 12:59:31 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programación]]></category>

		<guid isPermaLink="false">https://sorayanegociosinternacionales.com/?p=908</guid>
				<description><![CDATA[<p>Las pruebas unitarias deben realizarlas siempre que terminen de escribir cualquier código para validar la entrada y la salida correctas. Las pruebas de integración se realizan para validar la interacción entre diferentes módulos, y se realizan pruebas unitarias para comprobar si son correctos las piezas de código individuales. Las pruebas no funcionales son como pruebas [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2022/08/25/pruebas-de-integracion-de-software-que-son-niveles/">Pruebas de integración de software: qué son, niveles y tipos</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>Las pruebas unitarias deben realizarlas siempre que terminen de escribir cualquier código para validar la entrada y la salida correctas. Las pruebas de integración se realizan para validar la interacción entre diferentes módulos, y se realizan pruebas unitarias para comprobar si son correctos las piezas de código individuales. Las pruebas no funcionales son como pruebas funcionales; sin embargo, la principal diferencia es que esas funciones <a href="https://esgeeks.com/desarrollo-web-programar-desde-cero/">Qué es el Desarrollo Web Moderno y Cómo Aprender a Programar Desde Cero</a> se prueban bajo carga para el rendimiento de los observadores, fiabilidad, usabilidad, escalabilidad, etc. Las pruebas no funcionales, como las pruebas de carga y esfuerzo, generalmente se llevan a cabo utilizando herramientas y soluciones de automatización, como LoadView. Además de las pruebas de rendimiento, los tipos de pruebas no funcionales incluyen pruebas de instalación, pruebas de confiabilidad y pruebas de seguridad.</p>
<ul>
<li>Es posible realizar las pruebas del sistema manualmente o automatizarlas, aunque en la mayoría de los casos se recomienda adoptar un enfoque híbrido para maximizar la eficacia sin dejar de dejar espacio para las pruebas exploratorias.</li>
<li>Dependiendo del tipo de software que esté desarrollando y de lo que haya probado hasta ahora, el alcance de las pruebas del sistema puede variar enormemente de unas pruebas a otras.</li>
<li>Las métricas de eficacia de las pruebas informan a los evaluadores sobre la calidad de las pruebas del sistema que están realizando.</li>
<li>Un ejemplo de ello son las actualizaciones de las aplicaciones móviles, que incorporan nuevos usos en los productos para mejorar la experiencia de los clientes.</li>
<li>Al saber que el software ha sido sometido a pruebas rigurosas, los desarrolladores y clientes tienen más confianza en el mismo.</li>
</ul>
<p>Por este motivo, las pruebas de sistemas suelen considerarse una forma de pruebas de caja negra. Si trabaja en control de calidad, puede pedir a su empresa que le patrocine para realizar un curso acreditado de pruebas de software. Si eres nuevo en el mundo de las pruebas de sistemas, hay muchos recursos en Internet que pueden ayudarte a aprender más sobre ellas y sobre cómo llevarlas a cabo. Si utiliza varios tipos diferentes de datos de prueba, variar en la medida de lo posible los atributos de los datos de prueba utilizados aumentará la cobertura de las pruebas del sistema.</p>
<h2>Comienza a aplicar pruebas unitarias de software en tus desarrollos</h2>
<p>Por ejemplo, si el aspecto de la interfaz de usuario cambia con la actualización, las pruebas beta permiten a los clientes dar su opinión sobre lo que funciona, lo que no y las funciones que faltan. Por ejemplo, podría hacer pruebas de humo para la funcionalidad de la página de inicio de sesión o determinar la funcionalidad de añadir, actualizar o eliminar registros en la nueva construcción.  Hacer actividades de prueba al principio del ciclo ayuda a mantener el esfuerzo de prueba al principio en lugar de después del desarrollo. Las pruebas de software anticipadas también significan que los defectos son menos costosos de resolver. Las pruebas de caja negra se diferencian de las de caja blanca en que sólo tienen en cuenta las funciones y características externas del software.</p>
<p>Una afirmación fallida en un bloque de varias puede causar confusión sobre cuál de ellas produjo el problema. Validan que las rutinas programadas en la base de datos o APIs funcionen correctamente, de manera independiente de la interface que las explote. Una vez que haya identificado un problema que necesita una solución, debe registrarlo en un lugar formal para que el problema identificado sea accesible para todo el equipo del proyecto. Por ejemplo, si es posible crear un inicio de sesión que es el mismo que el de otra persona, debe marcarlo como un problema que necesita una resolución. Este video explica qué es la prueba continua, cómo se hace hoy y ofrece ideas acerca de cómo hacer pruebas en el futuro. Descubra cómo este cliente acelera los informes en un 95 % con la ayuda del software IBM Rational y SAP.</p>
<h2>Paso 2: Generar escenarios y casos de prueba</h2>
<p>Los probadores pueden incluir este proceso para garantizar mejor que un programa pueda funcionar utilizando diferentes dispositivos de hardware o junto a otras aplicaciones. Por ejemplo, un probador puede realizar las mismas tareas del programa en dos sistemas operativos de ordenador diferentes para observar cómo cada sistema integra el lenguaje de codificación. Si un programa tiene un componente en línea, un probador puede observar su operatividad en diferentes navegadores <a href="https://palabrasclaras.mx/tecnologia/un-bootcamp-que-te-ensena-todos-los-tipos-de-pruebas-de-software-que-un-qa-tester-debe-conocer/">https://palabrasclaras.mx/tecnologia/un-bootcamp-que-te-ensena-todos-los-tipos-de-pruebas-de-software-que-un-qa-tester-debe-conocer/</a> de sitios web. Las pruebas del sistema generalmente las lleva a cabo un equipo que es independiente del equipo de desarrollo para medir la calidad del sistema de manera imparcial. Es un tipo de prueba de desempeño implementada y ejecutada para encontrar errores debidos a la falta de recursos o la competencia por ellos. La falta de memoria, espacio en disco o uso de CPU, pueden revelar defectos en el sistema que bajo condiciones normales pueden no ser evidentes.</p>
<ul>
<li>Daimler Buses comentó que los nuevos sistemas de seguridad y asistencia están en línea con los nuevos requisitos de la Unión Europea.</li>
<li>Crean casos de prueba que describen a qué tipo de estrés se somete la aplicación (por ejemplo, cuántos usuarios la utilizan simultáneamente) y qué funciones y características intenta cargar el usuario.</li>
<li>Son pruebas de integración del sistema de información completo, y permiten probar el sistema en su conjunto y con otros sistemas con los que se relaciona para verificar que las especificaciones funcionales y técnicas se cumplen.</li>
<li>Los probadores suelen utilizar este proceso para asegurarse de que un programa puede proteger la privacidad de un usuario y evitar que personas ajenas encuentren cierta información.</li>
</ul>
<p>El software IBM Rational Test Virtualization Server permite pruebas tempranas y frecuentes en el ciclo de vida del desarrollo. Actualice todas sus pruebas, incluidas las pruebas del sistema y las pruebas de sanidad, desde un único panel de control si es posible. Es posible realizar las pruebas del sistema manualmente o automatizarlas, aunque en la mayoría de los casos se recomienda adoptar un enfoque híbrido para maximizar la eficacia sin dejar de dejar espacio para las pruebas exploratorias.</p>
<h2>TMMI, un modelo especializado de pruebas de software</h2>
<p>Los equipos de pruebas de software que sólo realizan pruebas manuales del sistema sin incorporar elementos de pruebas automatizadas pueden encontrarse en desventaja frente a los equipos que utilizan ambos enfoques. Las pruebas manuales suelen combinarse con las automatizadas para maximizar la eficacia y precisión de las pruebas de sistemas y otros tipos de pruebas de software. Al igual que otros tipos de pruebas de software, las pruebas de sistemas pueden ser realizadas manualmente por evaluadores humanos o, al menos parcialmente, automatizadas mediante software. La automatización de las pruebas  de software agiliza el proceso y ahorra tiempo y dinero, pero a veces también es importante realizarlas manualmente.</p>
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SLUGBosu+DJq0p6P+xNYkiVg4EbDyuarAHaTTyDNtPu1NQ6p3j2wv+izNgBLFO+RxQBw/ATEX63JewjHOlxodXfOfC8vgMtwEcAHKIg2zCaX5g0oAJCzWUE2o3Y3ztw8YgtIVQtAv1ObWM13dDC9MhreaEbmeGkQUYCPfFeip19QaPYxRUaaGhOGb6vLJbwcDjskB7LnnDp/bCjGlyj5YujwZduXbEFqWQcLJXo7O7j7eJQGiAcIIdd5FejzOiMESR5w6h2oTgEUc277f5HJVSeqToYDDQWP/wAQdDp+xAzkegbc6f4nwPbErlegcEDriOMdBV1OV5u8+e7sb6IQ45H3GEqkREQwLXojdx1ZjnklH84SyPoDQYIOlOuS3v7Lqqwj11cnQawqWHbLuYYUB7oI+ZHOsKTIaVA9TfTZdZTMZZ0pY8qyZs3cuXB1m3V54w8OERjgFBvkOTFBcyQFPzLM4MLbpofOJg3bClaKV0DR6jgyDl6dVdSnJpwitREwKAgndHyxOIN0NCVTW9TvnwvL4IKXZCLzJHLpib5QDE55zXW41wVamsWuyV2z53uwyFQWNG3INyXnE9uiNo2S+YWK3hIgWAa0PSreI+VjAWPeUrTkwZfp2EOboTOSdKhBJsSmPhB8X2eHshutKKmHrTmJNZ1vrA1q1brn/H3pzW0+75GHdpjyM6r7cH7AKAKrA83C679Ytv5/xTOoIncc+nT3etZ04vhXr1xSmwhegwUIAA0RHLlx4Q7MH62ZaJFxqC1HTjjD/MR+dKNHTaYtR07I5BWzrJcPAaSIQYnTkCPXPISyKQrHcIOD9/OvG1RXpzmrwHGIyR48wuSv5XqlxYltcDpv38aRynmPiRotf/qMHoQcYJllZyhInQXBZVgBO1kPJZh1zVo9wwPmFwFcuvfL6r1l8EzRAZATZuDKbwb3gbf7/nGT/SQrynKdV255GH+U2EPIMpzEzNVWJbuGO+dx90eoebrDGzXqSEgLOvOaBwgOEbrA0u8B4y3rnpv9LMYw5mQsLRvz3gwSYU8CS88Z1pWS2rU365uqYNEC0IHYGTQIVQ8IyO146YkZZDCCbyHQoOh/jvlUGgA/l8/2YJXa/oe/8S+I7/sAoAq6Aw1TqHm6fTj+JfEd/wBjqSfr7/p/f8T+I7/rCzTvpdRyII4Gd/4l8R3/AFJfVAMAiO7uPb0P4p8R3/SmBUA5XI4A7cx2P4r8R3/QhDjB/fkYVkx5B5fxZ8R38SPI6Gj07vlnJ85eTz/i/wAR3w0h8AYhQc9L6vX0w6wEAIB/GOOtSet1XPTKXX1ev/0BW7c3qCDpUKwuNukWRUKAox6eLmpQYxR5FWrPClICp1Gtvoc4ZwUGRsgFDfVNzKxAhQw8YFCvKw8QpsiNoPNXX6Ap3SqLBsvTO77ZCiZQmKI6/hbL7qOfTVSIQDbhrw1t6UKxd04wNm30zbEKMdo9MG57F7+9IWEnGsoT4DpxrOcunnHGiZgDASKKauNjW52Wl6CCegWZXljRwOQDqMeclVAgSRr0TSuzBYKjr0KMB3T7uFuWe4qDAgsq4VIghdR7kKXStwmvIWtOoHzHPGMCjziAdgdo5OMYShOhtCB0K15cQoqYSaJKGqRecTeMhFxERyiaMcaJmAMBIopq5yTfJr7T0u6m8s3r5Mq5Kmr/AAheaUEcUCx8zPQC5WUpG7JvBB+cARAAIpHpk29gkQKtg2XlMBhLgzRwniGh1yXs6puCI2OjdYd8SAojyJ1MC8CKJ5IjNcZwftrWmoPW85FIEg9xiNeIm+msMMQFMAAEAEhnBXsFrALZU4GOiC3AqDIKq3u55kNlcoFdZiNTBS+CAVL1z7SWWsiqbXbj19TAsKucxnXMl7OqbgiNjo3WMdcXT4RKTp2wKSDFWS2KYeL/AMKvUR6iqjpoxqnRYMLsaFeo8OE+bi7VMDcWzfGSM4zhEWO6b5dGD5uU6KaHITW7xjt+B/dfBao1PPNgt5lRrLSEYpq5JwY0UmJEstTeJC2Nro0Ib1ub4wthBGnRFQbTo64UU47k7jJKKs74OXX1eUhANXDiRmkYoEm0G0cubD8hQVYDBs2TjDI4gRHwoWGkTHTQwGMtibCLRlj1AMRho9uNd8O2NaZjQIouonJj38oS0DpQJyu9Zs8WjBUlBAOsUxOaOhwHtUGsHTvB8iv11AdhyG+MTeAVB0Hkj4HaJ1TBjs6bxOTMHhOiW7Xok64nNHQ4D2qDWDp3lC6uCQPtEGsF3ivae8oqDaV7PbFd6/40DsLz0wA8DACqbKIspLi+b82hAkCM5m8Lz25VzB0cjvkuRxk6CwPaMdweZmz4PkCgAFVVgG1xrD5Pcjjo5OunJkXduIYAI65NmsOd6KwR7MdONU6LBhdjQr1Hhw/l6R40SIZ4DiQtja6NCG9bm+McB1ZlSnXxo8Ocg9nOA1A510vJs4wYz1QAGdSgZhdKP90KAI4E05MfcyOWkDBydHVxDRdQYmzXSJikCn7YkIcif6zlZxEHxRoDVmGpYFIvHCixRM54kprFfQA0Ziniv2M3LmdqjjKh8oFIIyINW4vSbrUXd2j8GbQHl5sCJEZTyxcTnAbTWAlHYdM0LyThSg5DGiTGlZhJijWMoKZYCI4d2Y5DZrtk71bFaKNIpyb6Z0tFQngEhbadXEmtNuo0trTlil2EDtXdQUZ9c2IIAILQiEKBhyHU0bcugbJlvk8BELRr0Stx4lTK3emrwAQrk4sOhDBKBQF6XNh1gMTSigAihuZZdVC6pfNWgENGNhLd5ICcwoxMOKyaIWMxXUecMDmmJiio1cawYn0CCthrnebDrAYmlFABFDczh+KdABHCLRzm9pvK3o7ulOHfDRjV3XLjbkoljnPBFBgNaOxX4w2UMW0Bx0oEpqGEKG7a54aNAE3zcGesEjpSUAKobxNTRK6mChAOHeFdiGMWtWNkV7GJNabdRpbWnLJmRmqu6LBYbemGpYFIvHCixRMlgDgYaEgEDTZxmheScKUHIY0SYJivpHUIgdJd4OjQoWR1egnDvxiGcECOQDJFs3q4sI1EFQhiKXR4uF0dkAWjCkchziyUIfe6HqDqGU2byNGQIi2U7f66EBZ05CFZyXj/AIddWACQ83+sDOhGLIV8sNmD4gLkb2ObjauYI7hCRz4vB2cas6RqteXi5Gr1RxxCfXCDMDwGrrsGEFEFy7TEog8mKpC5ACCaKOhpuRDPQrI6BKc8YeK13RGUepTn/CWwVwAVVeAOuWbrE9AJBuNpPEMIeczQ6U1atPBvB6C2AQCdYyj1eOXOSAGxYB4rhehQqMAmnh8VpiAspBIqOhuLIHaQAYoGg2Xt/rXsyzkyOddZDHiwAUCS6GqTuaxdPKQAAQQEjo3FAWRrUiJKpycYCwGw0rdQE8KAGILhvVU0wDRa1xhuh61qBVEFEN4wiYwt7d5MkDvDpaHQ4kUaUkPOTdR9ikeYwn15xP3lDdqzq0OusbApgEs8BBstCGLhl2W4iNR1TWanGyUCGUE4OEAjFEWIUTZr/CSrg5aDEVDqYq5TlQL2xtGQXAzcvMVJqhLgVy5zf/h44gF2bcDYK+FiHZsLdUeMVaXTDz04I6U2zHmpfbUyKAkQ3gGdwcUTMDYteWDJC1oWxaGEm9jiNHIJSJxoRZTmmaejmARXgwMhQweQe6ETTsImlkMZ2xyhCxAiOXbzitW1FGCLw5ybLJkhGbBl1jMjU31wtm5F1AzHkAJTOmL05/RdAmwdnH8OkDGA0OonUZsdOGxIeaAAGgDp/wA0f//Z" width="303px" alt="pruebas de sistema"/></p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2022/08/25/pruebas-de-integracion-de-software-que-son-niveles/">Pruebas de integración de software: qué son, niveles y tipos</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></content:encoded>
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							</item>
		<item>
		<title>Qué es back-end y front-end: conoce sus diferencias</title>
		<link>https://sorayanegociosinternacionales.com/2021/08/09/que-es-back-end-y-front-end-conoce-sus-diferencias/</link>
				<comments>https://sorayanegociosinternacionales.com/2021/08/09/que-es-back-end-y-front-end-conoce-sus-diferencias/#respond</comments>
				<pubDate>Mon, 09 Aug 2021 15:59:32 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programación]]></category>

		<guid isPermaLink="false">https://sorayanegociosinternacionales.com/?p=819</guid>
				<description><![CDATA[<p>Por otro lado, tiene la función de crear el código que se conecta con las bases de datos, a fin de que el sitio web suministre la información que los visitantes requieren. Las librerías y estructuras son muletas, que solo le facilitan el código a los principiantes pero convierten a los desarrolladores expertos en demonios [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2021/08/09/que-es-back-end-y-front-end-conoce-sus-diferencias/">Qué es back-end y front-end: conoce sus diferencias</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>Por otro lado, tiene la función de crear el código que se conecta con las bases de datos, a fin de que el sitio web suministre la información que los visitantes requieren. Las librerías y estructuras son muletas, que solo le facilitan el código a los principiantes pero convierten a los desarrolladores expertos en demonios de la velocidad. Los desarrolladores de back-end también utilizan un tipo de JavaScript que se llama Node.js. Es un marco de <a href="https://el-mexicano.com/cienciaytecnologia/curso-de-ciencia-de-datos-para-pulir-tu-profesion/2198980">https://el-mexicano.com/cienciaytecnologia/curso-de-ciencia-de-datos-para-pulir-tu-profesion/2198980</a> trabajo de código abierto que los principiantes utilizan ampliamente, pero también es utilizado por grandes empresas como Netflix. Como puedes adivinar, es altamente escalable y, a pesar de su simplicidad, permite construir aplicaciones que pueden manejar las peticiones de muchos usuarios simultáneamente. Ahora que conocemos la diferencia entre front-end y back-end, podemos pasar a entender cómo se pueden dar los primeros pasos en ambos mundos.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="front end y back end"/></p>
<p>Junto con los lenguajes, los frameworks y las bibliotecas, los desarrolladores de frontend y backend se diferencian en el trabajo con las bases de datos. Claro, pero es menos eficiente y requeriría que esa persona estuviera capacitada en muchas habilidades. Son subconjuntos del desarrollo de sitios web porque son únicos en sus habilidades. Eso hace que sea más fácil dentro del sector encontrar a las personas perfectas para cada trabajo, en lugar de rebuscar entre mucha gente que se llama a sí misma desarrolladora, pero que sólo puede trabajar en un lado. En términos simples podemos afirmar que no es necesario tener conocimientos de frontend y backend para crear sitios web. Aunque &nbsp;es&nbsp;común que para desarrollar un sitio o aplicación móvil haya encargados de cada uno de estos aspectos.</p>
<h2>Desarrollador de software para trabajar 24 meses en EUA</h2>
<p>También puedes ver títulos de trabajo inventados como «Algo Hacker», «Algo Ninja» o «Algo Rockstar» Aun así, estos no nos dicen nada y suelen ser un intento de una organización de parecer caprichosa. Las bases de datos no relacionales incluyen MongoDB, Cassandra, Neo4j y Redis. Estos son los nombres de los productos que un desarrollador de backend estudiaría al implementar una base de datos NoSQL. Esto se debe a que NoSQL utiliza bases de datos de gráficos, emparejamientos y registros de documentos en lugar del almacenamiento de tablas básico de SQL. NoSQL tiene un potencial de escalabilidad vertical, minimizando la necesidad de las máquinas de mayor rendimiento.</p>
<ul>
<li>Los tipos de programadores que se dedican al desarrollo web son desarrolladores Front End, Back End y Full Stack.</li>
<li>Un diseño responsivo es la clave para atender a esta gran variedad de medios.</li>
<li>Estas diferencias dan lugar a requisitos de desarrollo distintos para el frontend y el backend.</li>
<li>Por lo tanto, un desarrollador de frontend o backend debe conocer bien un lenguaje concreto para crear una aplicación o un sitio web con un framework.</li>
</ul>
<p>En un compilador el front end traslada el lenguaje del código fuente a una representación intermedia que a su vez funciona con el back end para producir en la salida el código. Muchos métodos conocidos para interactuar con ordenadores pueden ser conceptualizados en términos de front end y back end. Por ejemplo, un administrador de archivos gráfico como Windows Explorer, Dolphin, Nautilus y Finder puede ser considerado como un front end para el sistema de archivos de la computadora. Otro ejemplo consiste en considerar al Shell como front end que sirve como interfaz para interactuar con el núcleo del sistema operativo que cumple el rol back end. Si quieres que tu negocio aparezca aquí, utiliza nuestro formulario de contacto.</p>
<h2>Back End</h2>
<p>Seguramente has escuchado los términos Frontend y Backend debido a que son muy utilizados entre los desarrolladores, sin embargo, ¿En  realidad sabes qué significan? En este artículo te explicaré en qué consiste cada uno y algunos <a href="https://cntamaulipas.mx/2024/03/07/como-un-bootcamp-de-tester-de-software-te-abre-las-puertas-del-sector-tecnologico/">curso de tester de software</a> conceptos erróneos que las personas tienen. Ambos aspectos tienen un valor tremendo en el buen desarrollo de la interfaz de usuario. Un diseñador web se encarga de construir sitios web teniendo en cuenta los aspectos visuales.</p>
<ul>
<li>En este artículo, te ayudaremos a entender la diferencia entre los frameworks front-end y back-end, qué factores hay que tener en cuenta a la hora de seleccionar uno y algunos ejemplos populares de cada categoría.</li>
<li>AppMaster es una plataforma sin código de nueva generación para automatizar procesos comerciales y crear aplicaciones nativas para web y dispositivos móviles con generación de código.</li>
<li>En términos sencillos, el Front-End se encarga de todo lo que ves y con lo que interactúas en una página web, como el diseño, la tipografía y los botones.</li>
<li>Cualquiera que prefiera especializarse como desarrollador de back-end actuará con lógica, funcionalidad del sitio, reglas, seguridad e integridad de la base de datos.</li>
<li>Los desarrolladores de pila completa pueden encargarse tanto del desarrollo del front end como del back end.</li>
</ul>
<p>Así que, en solo unos minutos, estarás capacitado para distinguir entre el Front-End y el Back-End y entender cómo trabajan juntos para crear una experiencia de usuario excepcional. Aunque los desarrolladores de frontend ganan menos en promedio que sus contrapartes de backend, esto no es una regla fija. El pago puede variar dependiendo de la demanda del mercado, la experiencia y las habilidades individuales.</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2021/08/09/que-es-back-end-y-front-end-conoce-sus-diferencias/">Qué es back-end y front-end: conoce sus diferencias</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></content:encoded>
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		<item>
		<title>¿Qué es un científico de datos: salario, habilidades y cómo convertirse en uno</title>
		<link>https://sorayanegociosinternacionales.com/2021/05/10/que-es-un-cientifico-de-datos-salario-habilidades/</link>
				<comments>https://sorayanegociosinternacionales.com/2021/05/10/que-es-un-cientifico-de-datos-salario-habilidades/#respond</comments>
				<pubDate>Mon, 10 May 2021 11:22:14 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programación]]></category>

		<guid isPermaLink="false">https://sorayanegociosinternacionales.com/?p=938</guid>
				<description><![CDATA[<p>Además, el salario de estos profesionales también suele ser muy atractivo, incluso para puestos de nivel junior. Desde hace algunos años la profesión de científico de datos o data scientist en inglés, figura entre los trabajos de alta calidad en México y el mundo. Nuestros expertos llevan a cabo investigaciones durante semanas, sólo entonces pueden [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2021/05/10/que-es-un-cientifico-de-datos-salario-habilidades/">¿Qué es un científico de datos: salario, habilidades y cómo convertirse en uno</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>Además, el salario de estos profesionales también suele ser muy atractivo,  incluso para puestos de nivel junior. Desde hace algunos años la profesión de científico de datos o data scientist en inglés, figura entre los trabajos de alta calidad en México y el mundo. Nuestros expertos llevan a cabo investigaciones durante semanas, sólo entonces pueden decir que sus evaluaciones de los diferentes aspectos son definitivas y concluyentes. Aunque lleva mucho tiempo, es la única manera de garantizar que todas las características esenciales de las plataformas de aprendizaje online son genuinas.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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hFvx4TXPyWz7Q1BuanURHWooZTcdG3Pd0TkL77kUu1w4iM/WZ71FsNRel3CDOMxc3PlKVapRa6H7SjttKrYHstyMrtir1D671TaVXJczGdnN2MBI0gcH33geyDHrgZLnCSxuT5dqjo7WaDam4qDP1Y+gz9WPoMO1OdABGqO+rboZhxnWHlOt9J1vpOsaAkqLnzNXxnvxoPM1x2gd0G15ccpccpccpcct1Bdh5qqt13biXWXXlLrLjOG3DcoLqfN1Fwtura87MOHdAubRRhAHm3XEIQQbHu6VPDmdfOugf3jKVOfcAE6SnStmdfPkA6xqH0wow4bgBPCLRJ1ioF08k7VAThHCB3OqnXlC1TgOEx1Pp/Ex1c+z+IHqX8Ex1Pp/ExVPpmJyPCby756zE+WRmJ8WhtMVW+n4herc2WY6lvBxmOrfJfxMVTPs8OUOP6PxLHL4cBb/AFfiIXJzW3+b/8QANhEAAQMCAwQIBAYDAQAAAAAAAQACEQMhEjFRECAiQQQTMDJAYXGBQlJikRQzUFOhsSNDgvH/2gAIAQIBAT8B/T+qDWh1QxOQ5praLyAHOHqg1oqOa82G+/BPATG5RptqOguhHPaykx7HOxHhzsgKPzn7KpSLAHAy08/CUxL2DzXSj/lI02UQ2pU4wqVPHjJyCwNNN8tDSMroMpdTjg5pzabqWNrcJBhYRTa1zhJcnGkQw4Y1AVZrWVABkqbab34RT4fmThDiFTZjmcgJK6O5hqRgjOCqVPrHOnIXQY0tfiaG2sZ2Ufyq/psZfoj51TcHCAzEeaqsbTqC1s4XSC2QMF8Ke1tINBbLiJKexpptqNteCE5raTgDTlsd7tgYIKqNb0iHsPFzC6h470D3XRxFQmbaqlEVaTrE5J1JzO8QFhP4aOeKUGn8ORzlFvX06eE8TRBCNMggSJ0VUA1mz3bKCKwkgMmyqjC93qujlvGwmMQVGn1dWXOAVHCDUYXDi5p1FzJxEDZRaeqqjUWXUv5wPdVHjAKbMhmdU5vBTwEYYuukjia6REBdIaSWvERAVYddge29oIROGiKfMmSmY6bsLr00Ykxl+uYSrfMPurfM37qDvxrZS352/dS352/dQfEuexmZk6BGs/lb0Uk57QSMihXd8V01zX90302vrU2eZ0Cd0iocjhHkpJzO0Oc3Iwm9JeO8MSY9lTum+h8M+ryblrr2NOpIOM2HxKrXJ4W2b/fY0ukTw1PY+DzVWpPCMv77EDEYVari4W9wfymO+E+3ZUKv+tx9D4Ko7C2OZ/pQoKg79Z2BgaM3Z+m1pxDzHZUn9YyeYsfAC5VR2JxKupKurq+40SfLmi8vqF0eymfgRP0JruPa2JuoaVwI4eS4NdvR34akcnW8ATDHny/vZJUqVJUlTshOOGlUPt90CWmQsbtV1jtmh2COa4NVw6rhRw3vtyUzB1E9vV/L/wCtkqViUqViWJYlXP8AhHm7db3G7AsLdVDdVDdVA1RzO2nelT9O3q/l+/YtY5+QVSg0024n5OOSFKgPgJ9SsFH9lv8AK6uif9cehR6NTPdeR6o0HsYLSNR2VL8qn79u+9N3sd8Ak2zTaQbd1zopT70z5HZZW2CRF06myp9LtU9jmGCOwaIYwaN7cXtqiIMboBJgJrRTH1cztF5Gu0oC+2zhhdkqlM03QfY71NuN7Wo5+ArNuHa5+u7SbhbiOZy9N2qLhw5/2pUpuu4Wio3AfY+aIIJB5bvRmQ0v1sPA2ILTkU5pYSDtpNxPA5ZlG+7YiCnAtMFATvdIbk/XP13KVM1HRy5lemQ8E5oeIPsU5paYI2URDCdTG/g6wRz5FFuG28RiY9vlP2206bqhge5TWtY3C3/3whhwhwTqLhdtwhZjB5bwp62XkEQHCCnUnDK43W94JzSHERzTOjHN9hpzQgCAIHhzBAkcgsDdSur+pdWPmWBvmsshukNdmEaTdSup+pdT9SFJg5kp0Ne7CAL+J5N9O3ddx9fEt7g8t+N8a+Kpm5Gu9dXV1fdeYb6+LmRO9ffccR8W12E+XaPd8I9/GtfFjkvS/YufyH38eCW5IPBzss8tyEXNHOUXk+CYGEDEUWMHxDLVBtPm7msNP5rrBStxIspx31gp/MsLPmCwsDu8CFDLXHJQ29wsLMOYlYaeo+6DKdpcsFOe/aFgpx3r+qwsEQ7muH9z+VIvxhHD+6nhsWdJnX9b/8QARxAAAQIEAgUHCQYDCAIDAAAAAQIRAAMSITFBBBMiUWEQIDAyUnGBIzNAQlBikaGxFHKCwdHhNFOiBSRDcHOS8PFjsmCDw//aAAgBAQAGPwL/ACv8pNSnvMfxCY2JyFdx5EpmzGJ6VUuXMdQ6GqbMCYBGB5xBnIfc8eeR8Y88j/dFpyPj7L+z6N18Cr8hFc8lazjePMpgzJeAxESXL4/WErJIytAG7ozBmAnhw6BSXIcYjGEbSjUPWLwjuHOWoyg+/AwEKDhjHmvmY2QU+MMF23eqYTNTnlu5suT66wSPD2HNmZgW74XMVekfM8qknMNFK12S5fCGkjWHfgOQBiqYcEDGKzoaadzuYLClYxTBBmVKHqpvGuWhiVEJQLkxt6Kw77wmYg2MFa1MkYmD9l0WpPaUWinSNFbuMIVMXTUHAzgy0S2SEu5xgkwRo2jKmNmbCAnSNGo4gwCDY8pXMUyRFUnQlFG85xLeVQUuCITFSzc4JGJitOhgJ3E3igpombt/Kruj8B5SvNJET5eVjCa3KlYARX9g2eJvCgE0rGKYq1alnIJgz5ktS1X2RlBT9nWhhiqKphxwAxMVS9DSE+8q8avSZWrO/LkVK0aTrFJ6xdgIAn6KGO4wD6WvvH1jSfw8xol8UwVHAB4maQqSuYfdyi39nzYr1ZQm+PGFKCR1hGtOJLDgIWrNNxC/9Q/SJOiA7Lh+8wkAWAiXS1lfKLjKJv3T9YmJBZwQ8AKIAGJNoRqr0nHKNH+5y6s+blOw7uSWRmmBBmGWqYEnZSNwi39nzYTNEgoFbl+Ux+A8s3w+sTlcAIlzibJSwHHfDLXtdkXMFrBlck38X15Nq6Qot3J5EzRiC0EPtIdIMLROSWJvwMClbpd3HpkxG8Rt2SdlXDmye784nAZoMTEH1k28OVXeIR3n6xP7omf6h+kVnCpBgcs/uP1hUxnOAHGNdpKyoPspyiSlIA2sI0f7g5SFZ1Dkkj3Y8IpVm6earuj8J5UaMi5d1d+6AD1jcx9lkKpDsVZw4G12jjEz8X15Jvcr6wYSDvUOQ94hZPrLMVhjuUmApKrfI98S5g9YP6YZkvrZjfFCkOgZK/Ix/CX+9+0MiWJKd5xjbWuY1ycTAWjR5gADB0wRqloIF6hGtkuzuGyikaMFL4PGu0ibdrSx1RBkS5MwkKuabWhMiZImjasqm14maOiTMUq16bQqXM0ebtKd6YExHWHzjVLl1AYPYiGSNRL7WcJGrmTFEeqPrBmL0eYQQxZMAoB7QBtBknRlLvbfAnTEs2EsZCJUoSwlCMVnMbhymdKBuXtiDAR9mrXvwhJVtzFBy2A4R5dSGpwAgzpQNy5bIxSqQFq3wibPXQkXEtNvjyzJadHmqVg4TaBM+zLVZmYiP4GbFMrR9SO0rGK1mpe/kM9KXFVQiiTo+r3rVl3RaUVm474edTUchlCl6oqufEGCVyNWhrOdqNfJF3fxga5CkLzDQhKZZRJGas4KEDBNoMmfKXS9rYRLlyJSgkFytQaEIGQb2e3I3or8j/5nuTF54J92/wBI8no01Xg0W0MDvXHmZXxMeYl/GNrQvguPKSZqPC0bE9Pdh9ekclhDa6o7k3jyehzT37MW0NI71x5mT8TH8PKP4o2tB/2rBjykmbL702jYnpPB7+0mWva7IuY8mgSk71XVDzpi5h4m0bKQOftIBjyE9SOGIj+8SHHbl/pDypgVz6aql9hNzGyEyE/7lRVNUqar3jGykDu5+1KSY/u+kqT7qtoR/eZFu2i4iqWsKHD2bVMW35xs+Rl/1n9I2Rffn0taXQvtJsYbSRUn+Yn8xAUhQIOY5XmKvknMxtHUyuyOse+GQhulrlkypnaTATpabZTU4eMApLg5+ytVKFc7dkO+NZOVXM37u70GvRy3al5GC1ljrIOIgydGFU3M+qmNYtVc04rPoDERXo90etKP5RUg96TiPZB0fRzt+uvs/vDDxOZ9D8iaVJxmD6RqwmlQxG/j6HrpKqZo+CuBg2pmJ66N3sb7PJPlD1ldkRSPQ9TLP31boCQLQCksoYGL2WOsPQ0zpJaanDjwMVCyhZSdx9iWvMVZA4wXLrVdSt59DCEddWH6ww8TyiYjrD5iApOB9D+1Sx/qJ7QhK0lwQ49hFRLAYwrSFYYSxuT6GVHAQZq+sr5Dmt6i/kfRPs581MvL4Hd7Cl6Kk9e6/uiGjRhrKUqUQfg8JUpZUlSmCm+sIDKNT0sMWjZcm+y1w0IAqNSQoMMjCwQX1hQkNi0GnIseBhOLEkA7yIlgVbfVJGPRJlZDaXziIv1k2PoZA6wuk8RCV+tgobiPYBJwETdIP+IbfdHJJWlYGrJNw+IaFImLBSo3ADW3RoSNcCoVsVDJo1oKar1VJcF4TMqDCXRSBFYmC0wrTbtYgxMLuVqqMMKCASU7O1fjGijWeaO7GzdCVHACCtXWWXMSlpxQFKbeM4mrKrqRLZ8nJhAJQmpJLnAtaNHSSlqJRHxAiZ1SEzKWzweHszBmgbl2PfztEAm0pWohWG54TXNJCyqlZDC2USgUrdb0ho2aiq7pa4pxiWE1KrSFBkk2OcLBSX1pQkMbtCinI0kbjFRenaZTY04xQKgaag4ZxzlI9SeHH3h7AoHWmkIHjAAy5NowNsXa/fhBSZqXGPjCyJgZPW4QfKpwfwimsPTV4QJlYAv8odSxvia6ksls9++PKTEhTs2DcIdCnEPV61Pjzpcrtqv3DkSk4FKi/d/3A204tjDGah9zx100sS77oJ1iW74dJBHCDvxEIVvHN0daVhOrUTcO7hoUibNFLuKRSxyjQE61Gs23JGNtzwJqVJrL11JcF4RMqSwl0UhMViaLTTMTbtYgxNLupaqlfSJkoKl0mqklG0Kokrr6kooNsXb9OdrE9aUQseEIWMFBx6fLRlKQ/irllzUMWSUkEtjGky9mmaXfc4aNMAp8qEgOd2+NKmFmVJA+D/rEmqlLSiEsX6waJS1hACZRRYvu/SES9mkJUOsc8DAshQMpCFB+zE1Qp60tSb9jfAm7PWQ4fJL/AKxpBLMtdQ+DRNIOxZTe+bc5Z7CW+PINttkj4sfyg+UAfGxx34xM2xtTELw7LfpEzyg2hMGHbgKBxOLGzBsoQ6abYckyX2VfI82m5UxLDcITQ6nCTbcrCJuwrZmFIZJu0IKXNYJAAvbGJBXMU65xS9N7KNuETFpSSEpUXyNMaLcprSS1J3RZK2IdJax7oJS9ixByI5xBgyzjKWUen6ZM/wDJT/ttyuTGsLJuoY7i0DaF8OMFBY7xFIKQ2UPUGjVU+pUC8JmKZL8eR6g0G4jZpCeEPUG3w9QaCbeJaJc07NSQfjF1AQtfaWT0J95H05qJwKXCSkhSag0IOwKaWUlLKDZDhBacmnWmZSU78jeJJlzhUisXTYhRffEqXrhsTtY9ON3hanAKkqSopDVVZmNGqmJOrSQWTi4bfCZOvDIppNOITkbxN2ga11WDNz9KR2kpX+XpxMBWaiTyyl6srRSoEBrE53jRtgiiYslKWwU7NHkwsXFlUlJu/hElapTUrW+DMY0v+7balmnDAxKUmV5OhQpGROcJdGyJahlZ1O0SCqWWCVpKbWJLvCkBIKmVSk8cBGlJUkpTMSliWxHdFZlDWqKahbAboS8hx9pr9XqtE5MuT1prpNtkEYwmUjR2l0KHqu/Hvhlya6pCU4jZIxeNEKkEhMmhSdxj1gUomNgQxL0l4ld3QyDxI+PNAXMAJwEJSiakkhxxiYawaE1HuhC6htB98bU5OFXhvhQE1JYOb5RPmFSSEqZhj4vFIWhqKsb/APUK28ICkqBScCOdo57ctSfhf06cfcVEr7voc37sI7h0Mk/+RPN0eYmlkVO53xovUeXMWo37T/rDzClzo6pZNRNznGjzGS6ZWrUkLI8QY2EICPs+rAf/AJaJNBQFo0ZUp+Nv0jSuq8wS22ibp3xM6qQuQZeL3/SJWygMdsBZuG3tCZamcFWHEvztBPvqHxHp2kf6avpEr7o9Dm90JdQFosSruEWkL8bR/D/1R5j+qL6OfjG1LWPCLTByS/vp9E0H/V9OmjegxK7vQXJaGlIK+OAhVcxg3VTANL2z590gxsLUmJdQCwFA2xhkq2uybH0PQB7yj8B6fR2VKHoFMpNR35CKpqqzuy5CITyVIQ6XbGKaBioY9mEIUlqgL8d0BITtXzyBaDLKGs+MTAPVPJLjaT4x/NR/UIdCu8Zj0GV7kpSvjb0/TEe9X/u6apRYRfZl7szDAMOYtO5XJSlYoewIweHrSbrLFPahQWXBSBuwhChN2w4JIxBLwpesDlFPVhCkqwTSRi/IrgOWtBomdoQJU4UzMtyvQNMmbqUDwx9PkTMlpKD4X6V1eAjWTfBO7nfeH05k2gjW6xdDYvVaFdTzq238wq3nmUqECVOLg9Rf69MpRwAeEqPWmErPj6eunrI20+EJUMx0ZUrCNbMx9UbueFdkvyVEHED42goYhTOxipIKrkfCEslW0mod0MAananO0Aw2ZtAG7mlKhYwJE0v/AC1b+HSy5CetNU3hnAAwHsCdo+Q2kfdPR6w9RPUH59CUH1YZLPUk34F4qsDTSL5HGJrXSofOJJsSmWEKHduhRUhKqlPjhZrQlJU5Axh8k/Xn0nwO6DLmecRjx49JNn+rL8mjvzPsFM9A25V+9OcBQwPQiSnvX3Qw6ETN2PdzwPj0CZyOuj5jdCVpwPRBCPOTDSmJcpPqj2Fqv8Jd5fDh0ClHKCpXWVcxZvGKldUnYYXPGOtuyPrQU5jhz6D+Hm15DCJqVMkIIDk74tNTgTjujzifjEwBYdKasf8Am6AkrS+54J1iW74WQU2wvjZ4AM1Dls9/IqT6q9pHfmOhJJsIOlrHCUOG/wAfYapZ8DuMKlTLTEY8ePPlyshtK5KCogHFoSrWKdOGEKFSrpA+F4qqJLEX5/HKL4jHloHiYYRMOsG0tCsOxD1+uThkrERMuCCoqD5PE5Ot85Lovdsf1hRA9fcbWardAma4FQbLg2+DMCw9Ts3u0/lC0iZihKcOyX/PkqT1kGoeEIWMx0GqHmUHyh3+7AA9iBaLTkdU/kYIIpWmyk7ucub2z8uSoEdZIvxLQpGx7qsAqFANef8A/nFYVL9T+o3zi9LhdJGGWMF2ChiD/wBwdp9tf/tzak9b68lKcfpDDkmIExF5wSAoYCh98KAYgOD3gR10KqmDD7hiSp09dQo9YEAwggoZWrvuqLQoEorSovbEA98aW38wf+o5k6T2S6e48/7PIN/XX2R+sJloFh7GEyWaZwz38DBQtNMwYpPMXvNvjCU7hyM7XB+BfkI3w+JZuh8iNrPdBGCvWfHpZC+0Cg84ydH/ABzMh3cYCEDvOZ9kXssdVYxEUaQLZTBgeXR0e9V8OlcmLbKO1v7opSIqBpWMFRRODHI5HpK80KCuZUtTCLvKkf1LgIQkBI9lFKkgg5GKtFVb+WrDwiiaky17lR3S+kaUmrjlFU01HdkOYyg4jyRqT2T+UUnZVuPRTB7piSfcEOogCG0WVV75skQJk9WtmccB3D2dTMQFDjGkokqpCAmxvjG1Kfim8dZu/nXMMHUeEWRSN6oeYorPyhgG57LS8eSm/hVeNuSe9N46/wAeddQEEJdXcIliWEIRfbNz8ICpylTle9h8IYD2hp//ANf05NpIPfHUbui02YPGPPrjz64utZ8Y82PG8WDdLtIBiyW7jFp0z4x/ELj+IXF1zD3mPNDxvFold6vr7S0vilB9NJiR4/X2kn35P0PRtrkP94ehTj7pjRx7g9paFN3LKD+Lo9P6tH2jafdSHgSSoUralW73fHKJ8wLSdXOpCaetwibq0+bnUZM2cTJqpqb2DDDaaJ8sLCTLlpU7Ykv8o0abReaZYbdXEsFhVOpBIc0kPlE9KyCZcyl8HsD+fRCWMZi0pHjDe0prYp2h4Qhe8P0RJkIvjsi8EGWkuXNs4nTFoRWqYVBQxaKzKTVvaDL1SaDilrQnySbBhbKClSQUnIwkapNi4tgYUQkAqx49Fo6MpYMw/Qe1J2jn/DVb7pw6BSjgA8KeVsLkKU7G3C+MaMWdxLSO9Vo/tGasDZlyzs54wtCkpJ1Spifw4iAnVy3VK1gufhGtEofwmtG14tCkrlp2pBmBicsvnEiWgAKVJrvdhC9IUlqaqk8UloC5gTbRlnZ4ERL8nsrRU7G3C/Q6RpH8xTJ+6n2pJ0n1T5Nf5HoTLFVBDNUcOEakp2GFn3RM2Sa00qckuOLwQxLppuS7boSoAuEUC5whqS2r1fWPV3QlwbIKOseqYlsCKAyS5do1VAoZmgKALhNLlRNt14ZFTZCokDoBLR15hoT4wiWnBIb2ouWrBQhUqZ5yWaVfr0el6oK8mGKgWY4w5TbO4ielSDSFISnDFUTRMTSpFL3tt4F90BVvAv0a9JPURsS/zPtZOloHVtMG9P7QCDY9FPGtWlM3rpDY4PEx5q9tASpmyhajMVtUnLrJwMKVrDWpnVwGUUp3k/HokaNL68zE9lO+ES04JDe19WfMzD5M7ju9HqNzgBvMKmTPPTLq4cPbCpaw4MfZ55v/AIa+0P19FK1mwj7TPF/8NHZG/v8AbRQsdx3QJOkZ9SZkr9/Q6lHuG+BP0kYdSXu4nj7cKJiXSYzmyN/rJipCnHoGqlJ1k3sjLvjXT1Vzfknu9vmZo69VM/pPeIp0mXQe1ikw4LjpNpV+yMY2vISv6z+kUy0t+f8A8BIUHHGCrR5ipJ3C6fhG3IEwdqX+kMVUHcq0OCDztqakeMeQkLmcWYfEx5WcJSeyjH4xsI2u0bnms/PaB0rRflHPfiPmYe+BOG6KXLu2EUSy5hW4W8YddutluLQdrI5bo/aLn5Q75E4bo8Wwix3/ACjP4Rjuy3w6d7DvhnvbI5wRmIqSAz/GBa1VPyjWWhDZhzEyptndCHAbOCcM/CML7PwUYBqhRzZ4LvYP8Ipzgh8IuWscRuhn3Zb4xgFaQpJ3h4silXuuIdGmTxhjfrRUn+0C3GWIIOn+s3muDxtafM8Etxg1TJ0z7xMCiSnIvS+MOOfKFTYw9eC8e4xaZgoObb4NMx2IvjCmmuG624wrafCJnlKmV8OEFe/Dugq3WEMZl6lWtBQ/rM/f+0NWMMLQomZTsjdBJmMKRuhqmDb4leVCXxipSrDOE7VIOcDylqutCQJvrM9r2jaW+yFQVHE/nE8FYLJ3w5nWa/CC0zDLfxiQ825Nx4QjasrJ+cAN4PwjL1s+14QokJxfHg0FaWJ4mAnZtm8Zetn2r7oTVSWO+E0sGDY4wnCxcX4vAcJsonHfCRa3GFlk7WN4TcbOBf8AaMvVz7N4fZxJx3wbi5fH9oVcXDY/tCWIS27/AKh2Ti+OeEJSCLcf2iwT8Yc0k2z3Q7juf9oa2AGOQgm2WfZvDgjPPffdBYJS4ILZv4Qbi757/CKrHx/aMEjc2UbRGBGP7QXULtn2b7oZxi4vh8oLpQ5DPnDhhbB4AcWCRj2fCCKU53zDw75vjwbdAZv+W3QXIuQT4eEM4yz7N90F8y/RM7eiKQrAwoJcviT/AJTf/8QALBABAAEDAgQFBQEBAQEAAAAAAREAITFBUWFxgZEQIDChsUBQwdHw8eFwYP/aAAgBAQABPyH/AMvJnkMVcj5qShzYZ7eGQpwhbbsUIBGR9QYelhJDbf0YQDjl5GtK9ICcnzC0CyjJX+JqD9alYQ8DWftWQzYV4X3K1VJJRP5ptvZoX0u5bblILLWsudJngluKMMsAOnpmBuUirZA6H0GImhJAnUqNJYrIk41aO3mpg2LHJvJV5MUTGOVEX9/ekk1pEvmgVmsVx5VaVMtwyeV3rABobvsalfklit/il7tBHgC1kXWiA98dgLNCqd1/rSkHhUz8S1+qdkm7ZDpU0mTM9R1K0+BkSe1XcJEsKRbrpMh1KlnHrk4NB4LKYKkyltryKRPwFwnNZMxJK6FJMVnXIhjrTIQBLStfc1Qo4dxBvxqcsAiaj4h11j8FcDIeEcqRiHQZz2q3kUIV/wAIUzW5cx5WpfHCbpIbeN/OVh/jHiUC6d7fmpjOh54ajAxnuxSIIJOWHKmAFlGbbjQ3IMCm/HYpcMAhvojpUfpI4uVCLn9MVeosFx8VcrPF0jntQySVrboyX5oUfA/G3q1kST9XK1xaIs1u+fIKIs0ZgEE96zGJdKfE5YE3Y9sUlnVW/FKFElLLYHGgI2SQhladHLEdDarXYE2vSIukHZUbLqf6SiCkANqj0CKr3FBYHC5RAGheyp0jXESRNGlGc46rTAbMmOrSaaXsO3i4XG2K5PVrJFC9C08YqzlU2w8GdE/dNknnarAzrQOb8aPD2NYf4x4hL1gdRSbc7i9HPdkd03UvPsuPSrQqBDmNmgeaMLs6T6U4LsDpoUERFBZkHg1+NcyTtNHrRnqXCoLogUyUIT6vfizz0ow4z+7o0IgjJ5Pa6ZkhnUqRepzf6rhU7IV/L38HvaPmv5Gytg3SgUhAyJ4ZPDRSdwlWSrXYt4FCIJQCDFCPCMGiWXfXmfx4BuhvdrBQlbm/P+K4VISHio5qsPjk1gsOykGPkX9Vo73ZOvIKvi6r6/VXRVZ+VX/32+EWHs3nD4IT5TO809tCDkAVLeTKn31pr8mzsaCgWiGG0/VgEqIEXI/6oQdiE2oWAJ2FWSnpfl+qcZSgknaif2kJYZm1GqeQjOjrUXoZ1y9nhQDcix2oYy4WIO+7ROYXXSdaYCOQya7UxkXFRw51okwhFoSBftUO5OI2Uew+J8BO1MgUyCWcJoELQXcbjFNZ9ISSzNSukgEuTNX3QSSBdMNQqa1qmrxqAR4VkNDfwaRcJPeCtjkz6kqV2xqD0HKmiQEB0zutPGWDLcKIlNoSLzKL2T/O9vEivDI386tly3B0aH39o/5V6AspZyqYx7r0naiCCnltOiS+RrLGIVJ2CWpNAIENrqU+gMuiNuNDAGPTjKVLxkifa1SdMDDINSoUdNSLwpwfzBCt4+KzocHSrqJLylkhi1MWEqG1Bhhjp9YBc8KBWNKARUulHhWfKA0JAU/esfWbrD0IhpRmsEUOVA6VNJQTNWArFniNcobNKRasIUNcomomx45KuH4WgVEeGZK0mrIUIgq2lYissVFhrT6SSKVZKenP/pAKADK0lGxKSu7IPvT7DJ+CuBVR5XkyjVBuXxFF7oz7io0Wupl2h6jQYZVgpKxsL8ae5Mg96+Ou/FcMqgzyCPmjN439grqVM/cTUcNPA7H7lmTpvvSrL/eowV7RVOQUBHJSPP3/AKL96xTb322oM6md1UdhqGTmaeeUVpj/AJ11gL/gVEbuOnQoiD9hHx552Y3iHuViG/pnFW9z/XmSuaGGOe322D46Gq2CrbN9aEvlZd119U8gcNRHcO2KsERkk8QVwxX5RWUW1bXFpUIW51eb6qejhnmYaPLoyPJpRdQSBkftV9mP2XU+r6scA0+gzSm/Mp7ezV+v9QaVFprfu8eFIEcYeRsfQIgI5Gka35VZ47WpEpLWi7J9od7YB2pfYrdbpu/Rk5pIyOiM1/AvnF9GYeyxSYuMTK/X2bB9/kubpQIeK6ru/RvYEYNGxxqOEKdZR1G0MH8vL6N+oO0PxVBiZLztfZIWMnjd3IpGTyVn6MP2nwGqove11F38ecJPYpVrH0cPKggu7zKjxsnD7EHoCp0Cg7hXnc5v0bywEtLG2TsnlvXP/PP6SayL77+v2J3cLs00OrQAAQBYoEKLoOHqHapkYbCLwWRrrU2BrHkUFxXwqyNTz7MdlInle9ChCUPeil2V82yGjQgGC+0mQ7VGiAyIQunP0nA/2QeYEdaUtd1zXr9HOiG4bFRwcfJI+wMlASvAogb2e1gPBzDCXUm43psEMyhxOuakGoZSwSCX40IVnv0zYkiPijUOAOsyXtyrKFLNqLi/CrouViCYC3QqTIkjau3aTUdauzbBW62fRzCBelfvUrBTIr0OTiEa2xxqJAQHQBqkWzTqxYLikF6c3VsRuzW9K5j+MpIvOZYpg1tZLy5G7U3/ALkeZsjeBWGMjtR5iQjiSQTa1RRGgcsExwaPt2VYkhjE1PJVxwwdF70QyRUme0waXpUGXUQhkal7OgEikgjaGogJvviTv5tHeQs/c+wTL7EZe1GdYQdPAeYdjK8grKtchxnSdKHEQBOHCdqTpyp91DbLXjmoYiRYnv5U8EMJlOKKLACcVt7acahGWouP4tV0seoWSDeYqJyZJNE0aIgU2Hp5+ZQD/QNYoBQSW4mFHOvQWZ2puYXIyP8ANYnOkcEoqQMBhYWcxRhguNw08XDuFATuPPXyvnIuHJ0pvTMCV7agZcN+ddHqXBhZNAady7GQkiItwoYlj5rMl7cqyWFXai4vwoUtx0QTBA6FPHRMrf6zeJpVlg28U5t5kN/1pe1YqTyG/wBfuMX2Pjx4G5+IZEHauIsi8REReItQwMwmiNFaGnDcTLTFGU6mhlNiDhQVIgVSqnBRGMxwEq0D2p7kAGQzJLXGaVYSXK7dFlpodgZlWEbZppMCukbu1OAGfBBL2v1807MR53eCow4c3UmTFByIbRJs+DWnzsB0s60XiRrmLeOkVov6hrmF2s1CJohDAFjPhFy13DyiYKi8uo05ZZM4sp50F+ct3AwUsb4DNtjiHM0P1rOAhERIIaCYxQuWpa+aCQxhkMSyxEe9RCyLZjIfKobE5kOgfMBCRIetNNyy5DJ8/X8fIOXjOAAarBQCITMgnyttSN/PvZWxvdvbiUCAiwgCOFMpKUTNpq4Ajjq8RijGurNhDGbeHENEyRNYF4Jb4KjrwyWAryqzv2JWqEZyJm1E6yCxcO01DKI9cQmJo4SHCsTX+arHowLT3l5czXJCZ3ISnLJii3qDltTOSMwoxhsJjJSQsFu2PgEI1Mokk1HGzxzQyuX8cZhSsPhZCPGItUp+JJlBxQhDTEQEjDkBGXbzrYyDld9cCGAmprsj6viYISVJBFw5VGEztmSStaakk67GnD0TpTRbzI3MJF2deND4JZ52MM2xS7TEmE0bOOGpW4AzCQc9C1KLpYJg2WparopqsCXolq1C5ZJrxrLUrNIXlCbrMZONFgwZGxRWzvkoSNtm0UQLnMFTsgPKSNS21a0eJAYpCYScO5WVkcFt3zeYirMwU0+Gwi5SEcxXrf0R/vg8oSlVMsbFQUVI4cKIcxAe44O9Wq1mXccba1jHblN/BpSIjhTdyom4xaEwHEc8qXp6bcztQUgcZs64jeY0oLyzcCeZfXURwqb2oxyD3+jUNxHejBbfF6Nm28sKizwNsWs0S2x4kgki2Sjzk4xiskIOFQsaA3yIAvi5V/IXfZmdqav8hQdiWxTAWCsdZhJrTCsxBIbOxNCUrskvCwkQ3pYZBKUhNXP7IcH9/dX9/b6QB9aGWKcaGzNTZlE+O4VwHZUXwC1D3Nt9q+VFvms1l/a/0n8nD67gue5SlcPt9C8EDKsULVn8ZpnKQwW6tGjUhm75oAICPN7rhWSzwZO1XPwlqjhTlhqsnT6P+qrv1ySJQWWWej9BOb7+U0Ml6GB6UAABBXEYSl0MdvBJcALBYYUKCYEzmJv0rUPRKSXytahCq5xgXReOlGTRfutMbUUSMV9R1OHgIO0vagLS6YJya1p232t6vcRktzD6Ex/+g+vPGJHRL6yyGUrs9P5tBjBoeTrB2fABuA3CSYme1Wz1EB79KghtEFilkvxtSswdoMwDWlYTEQrXmc1YGJVMGmW0eAkcPq+Jm0ManPekQWs+L6DYX5p9e/NaFj1Z5cAyuxQTL0/+/Ncbe/5BihumJQtpvwp3N0F2e0beTnKehbyJpR7juVilpdeHF62YhLkUTv6D+318ILxzL/isaU3po1Z78KhD7U/vzpAz2GtCIJhqVAYG6hni0vAuIG5FFzGB+0bVnOAYLvXNCBCV6CJZmrUJJMOb0m1kh1oR9EeWQBRdKsujdx9WT1nyi6ozoAA4H2CSM343o+koCrAZpuqXMd3oIBHDUtcVuWlcRwkFvRO1LM6IVlFTGbWqZIMksISNDCRUH3iltiopX0mki0CUcL0xqIVee9Sf+l51tjXURqUNtrg6eokP5j7CJPiqOwpNZCT0WVWSTbZ1oACAID0UC4KhEE8uGy2DjW9mVxfQIHVju0UyRk9K8fEeLl6VgAgnd1ev2Fvap3Urbtf19DCkKzhff06VfzDvgGtKILKZCF4XttWKE2ckQWCscKL6xTCi2JJz5kERw1NMWVw28twbXPvQCNs1lMlQcmbA4sXprXZJwxmhqGWsCLmXupJE7CEzVoxGFhZzFXupxA3YOFY4FZHljnp4Thr8D0QZYCVdikUAizTXzfY1rlzrlhKGbhHZoOD51/idg8HSIMFza82daZ9iEGpAa1CIBvGtljMt6dnTA1Z0PPgWDdbNQkEWh4y0DtG1AQQGKjEEfpkMZ1in9g4oXnV0FwKyyw+9aqiyK7kXW8b6AMXtHMnDNM7hJaOTMqMYp4YQjNBBEFbVJ518H575pjjJ9CQewT17PzQEAAgDT7JK06x/A1feiRleVQu1lsynJY8ItNw4gK23rVaJeG7XdJhoCR2Ym83fJSaLtDMIEo0aVfEtkmwlrYNeVanCAQlsJxUAgXkzOUx08qExvZtU6M6mzSizfZvRPqO74HXLoMhnhrVkjZEJInOOlCsIebNSSHhU4GXX2HM5ttRkMHawjZnjJRyoQWABabGHjSio4XHycj/979vO6idNUjpH1Xd4/ZpA2LpNLr3/AHw3PIkLZ+yiI0Dt4CTWXN4meVQUTGBHehE0I1jHSPCA088ekJeaOPGnGiOGp5oKg28y7B8wPfzJrAW9l3UsRspk3ftA2/8AqDSgV0Y957NCII+HXBdPqooAVqHvqAEM+edQugB+d6B/4bHqTgYF0aEAmEnxWGLV/FXCV6F+CsctA+1Gia4SNSMvW3uaUdOCuzrVvt7y+moErBUoq1wHWoDY/wCF5HJU0avfGO5zVczyN9Lit8FdanoRSEoyrBSZml/3VPFPD9uZw4YJrB2GytmKzOP5RSkXNrPmhLhHy4dObU7yQZrHu8X7FTTZJt2FAgAwFvPHiOP4rLUcl3p0f5GrUAdrPmhBIz5ffoYqDbuk1E4EJZL6D80UuenywoEABgPuTwo5Kmrxe3SU0Bl/hXF7FHyf+tYxv41oeCGwR6vvVk0m6vdCo8fvK/oK3+jBR/GvSsEn8a0BAA2K/k7/ALlYv+UR9auAE1zGPu37kZWkPX9HpxamiLk7fRcCY+cVuuT80n7lsR0R/wCenhB8/h8KpMNUGeVaTCkxGNKSF05ZtQHjEOxkyzN5KBgmApZNedaLJYw7UzZFDGDDkpzHSklR5pLkyiRKmXTGWIMm/pJfMAlAAYCD7k58Lr30QGD7vSTYrlMidWhwAkhkavG1BlmoSaKhUqm28TbF6CYZIDKeFXQmkLbOVFmSEJHpUdhxMeYcaaOEsIVi+/pH50T+z7mgiJZpsuf3q9DK8lyL1tXZQ4snUmyUNwDeMAnhQ0fZ2zM4angmBQwkzvZozXj2gMq3GtZiJFjUMdajY21WgKY7isjoMgEEcc1PHDEZukDzLUbQbkhcM5jSn5ZixO1zlM5PRkqfpw7/AHSJvwr6AgiJI0VszjxaXWo5OICUmi+ZNKnUwrO3EZzVz3TVcEzNa0Ei5btAExrH56tMKbGCTPCrUwi0RaTqVf3FLSjmedLpuF1+I2tRtkSFAbAtvQNiN8h6VjMI6a/dDHxOXHpXzQxt1encAJK8eG8Tej7ogqBhYsOY1ps3F8tPOs1fwN7Co+Qqz4mdDZiRNH04QZOK/dl6zCN3OdJfwSO4+lvkswYWJFG1LpYvkJw3LZ5UTiq1hhbZ9qhy6S8sQiIvT8bLdLqXHpPD/wBAoMMRH3YARJHJShmju2v8fTtwks8pgKjbbhs0PL7xBjfbicaATOg/U+ljUfxFGosL3ccX3qdOZDK3KFrJZ7I7fRuV0GVsVHty0/vkAtzBrKbXIeO5RoD6n0EE2nI4lpUKDT+M/n7+mTGQpEt7WD7rShAkwlz1IAucXF0Kvsk00KQfjV14l/8AgT6pkEjSQTfIc1R6uy/dUs+qczvRUM3GfN2SMu1Wfb6MuHOD1rHSrics3Hq+W4QS6eeEJXiYpAhc48ZJib5j0oSlcz1oBUAavighSXHHzoR23kBRVjNc1wlC84CLxMdqJ3bqJbVqMrmA70KEkupipAJVkbsZUjJKxmE1By3YLmbxbrScjDUMOHtWUXCUol/2vnAJnDWHU4JX5VivbKyxYU5mWAkbKkIQGU6yPejesEokUNNYpzdFudWIE3xySmmOAMSzKe1QAHMIKTeM7tL1PJKDdxjgVpSBBsiws0uSBSI6DvUKMp0Zsw0ZVywQuOVahEhDfVFCCTIUkTH+0uLhLbFOMAjJs/dIA5EN1pQU3yo3izeLUk5QGqWKvomiX7ByrG/jcdBAmtLjZmZja2tP0Ijsv8FXUmGEB4/CsCeJId4dA3qTYASKLS7NaeZTEY5+e641wicca4OgmMQy/NQurJDCzNqkEqQIV3EFWHGVEJYuFELZNQl+JFS7EkiIqv8A+Ux3zXCX/V+qY1LkeKdqQmZjhsqQxSBykXWMlt6iwiyWFl3KQktDoYXcoUAjowJdcjilCatOIxkmnFnXf/KhHMaM6F96UZ6g22PjhS7SFgcRGNGpW5GbWkvjSpZ4PLwwM7VfcwTBycim/wAlXB1/8q4QmJgVAUk0LZn2vamsNyEJ3LAR5owd4xlPGlBJuB1JaT9BIGyS5YooIEGj2KTGEhApnfGtTkKvyPkxQ0SzS5c4KvtxIhm8lIhjE6OhUgEZFdGMUxtAYM9Zm5UsHKyVyI2oPOcjRERSEQjYdSGlWMWArPRXIS+IZ+FNIkb5Oqk4EYBW91QW6SSgRdijITVqoCh7AXWAgC1ELUBctGnGpNgiNKNd16BIO4XoMVb5m8NyGlCyGZbpWUgwgBxCh1bAPIigJ1ryOU0dxggKOi1QsiJFmYZ7KUNDdeJCmLgP0SgqqQn8gqUtoOBjmUEUHUGSi7FVRPImzFXCK5934VIwUJlubUENJQTqAxotUAYD1IUHWStjOe3o4obpcNo0vrRjM1EVBe2aCLFACAgqNfGKionxz4oCEk8TuswxSco54D/yb//aAAwDAQACAAMAAAAQ88888888888888888888888888888888888888888888888FcWd8888oS888ef8APHNpvPD/ADzzzzzzzzzzzzzzxR323ozv6lUbHwQUufQzwGuBscQFTzzzzzzzzzzzybAFt1pAhTi4UjwkNnyUip0I6/lUzzzzzzzzzzzzzzw5wwyz4xywzywxyzy7xwwxyxw5zzzzzzzzzzzzzzzzzzzzTjf3Tzzzzx6GP3zzzzzzzzzzzzzzzzzzzzzzzhaAMIJLGzTgJAAMMDPrzzzzzzzzzzzzzzzzzzzxJoMIIIIIJOIgMMMMMMNEDTzzzzzzzzzzzzzzzzwJMIIIIIIIIRc0oMMMMMMMObzzzzzzzzzzzzzzzzwQ8QoAEIIIJz/8IMMMMMMMNOrzzzzzzzzzzzzzzy6lJuR0s0IIZPbXIINB3My4MNT3zzzzzzzzzzzzzyAJAn2ogw4lO5z72gMOX530MMAHzzzzzzzzzzzzzzEJCHCCMCHG3/8A/wDww01aTgoAw+fPPPPPPPPPPPPPCgggggggghoMkABQgwwwwwwww/8AzzzzzzzzzzzzzzkIIIIIIXICEEOoGSsoMMMMMMN7zzzzzzzzzzzzzzMkIIIIMkABUF6JVbxwgMMMMMT/AM8888888888888slCCCCBAAACZxwE888IIDDDDW8888888888888888wCCCWCAgAAQIWADsbWKDDDAo88888888888888888lBCGQ405AACvqsBV84DDGv8888888888888888888svrAAAACHv/wD/ALzzyyQ/Lzzzzzzzzzzzzzzzzzzzzzx4UABZ5332x1H3fKnzzzzzzzzzzzzzzzzzzzzzzzzX3333333333332tbzzzzzzzzzzzzzzzzzzzzzzzzv33325iAWn33325zzzzzzzzzzzzzzzzzzzzzzzzxz333mQhNSD/333fzzzzzzzzzzzzzzzzzzzzzzzzyl333324wb3333uTzzzzzzzzzzzzzzzzzzzzzzzzzzL/3333333331PzzzzzzzzzzzzzzzzzzzzzzzzzzzynP33333336HzzzzzzzzzzzzzzzzzzzzzzzzzzzzzxzjnX333BXzzzzzTjzzzzjzzzzy2etMx9chlztuhxACwANabzzxyiyxRxywCADTBzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzz/xAApEQEAAgEDAgYCAwEBAAAAAAABABEhMUFRYXEQIDBAgZGh0cHh8FCx/9oACAEDAQE/EP8AnrvcapoI8RjKDTUSUtBp6w0z5msANunHkpIeq6QbBfG8dajMU7vQYDKHVeIjdN1h9igmokhBN217xBKgWwBRyxqDSa1dEBRKoJVTDUDa60mLc2GqqbRAU1WNBuYskepdmDqmLgUy4cgykAtA7mGStMWJiVc1KOkaVq0E8PznhhXq5Q5aZ0VEi0Cl1xA0lVrK1izGpCtWoouiyqWVkT6w9UCLRKYyg3sC4bqcBLgVlTyl6ezVWsRBnlqqlctsbrFwb9hC1KaW+lLLghRBumsAYa2hWcxBKDKswqY4AyVC7wkOJiFWl4qoGlt2rWo8DHfFV4GuWibBdTqDwDKQUsBrRByyVSrx0iD0NlxiEgJZiohYGSncYEA0B5YjnoYMNy2TWi+/r0e4o9q/TnALALPlRNU+1EaRcJXnLdBexB9Priev1sWsOHhx7mnC7cZToSleoZ/jSDgINgrxMQx2S5fKc2j6l4qX+k8NJRr3nV+JTqW5YAFBR4j0D0S5lrvpp9Teg4ae1fsigIKM1g2/t6CXrAUFYw5bnEoUWOdB9BBKZXZd/wBPZguAtdjdhgrDPQ7ejaF2NVdiGWhL6cEIpY6Dc/fpap5NHJz7KhdpXX/SZ9jcunP8zLVb4uZwqrxEQU06Z1gtgnTym9yycHe/HjiTXTo+lYgbnR7AFQC1aDqwg9R6ust3A5BdYICXIhelH9TGyYth3gBDQLM8xjSAeXjExjTOTOvip5oodWCGKtVo5a/cEXCm72ytxABSgpjoUFjzXjcY1siLTGKg8QzFsQbl8PG5VnI+PYXIYLPy8GqLC1+Gazk2zzf7gssylXqkw67RfTEUbV1vX/czTXhHXOZ1CUZM1cZb4EHQftlQLHUupqctcsTdUVG7dpQWvFTjAVdvC1YLZfGZVdMc7y+PEG5eFZ8UsqdSifXr3cR/lPB2EvG2n6gdUQI1eMNwC0UcZxs3AVOJ+P1F6qqgPipkmIDadJPbG8Bra0vvcUFsBnq/15RXXB8EhZrZMRuek6HG0fyNplcfjWJQsprPiKDqP49dYuf5eiFZrY1X4lSNsrdaLxNN/wAze5uf6O01Q9h/FTSk5dP0xgoqFFN+l9ev/PXoL/sf485wgFqtVL7vDV7EbVRTqm2ZHZD51jfgzvC95cetfUaB9N1IDvH5PQ6lL8Y9dy9SfiMVYBHv5TLALVldWF4Lrd8RROrP2/EEQRxGnfmCBrC2wLiqru+Bl+5skON3OHzdJTHVh7CwbbOuz68qouX58PjyIJTHRWcTqtJRKSgDfL2PIb3MDpEARscj08t6WDPdt7HVZNTk3JYMD68aQ6DlTNa27rqr4C9/GwHpcnEci7jNfByxtDLK5SuUrlGtpfLnI7PkVLKwOsVSm1bX2W+lf3HWHDTRPCpHFzu4I6Mp5lPMDl8VW+T3OpLRfGxxBq7JZxLOJfTwu2y09nxsi7G6x72w4PaY1b1WjCE3bmF6M4iAHYPKoFssvgtCZgH8EdtdzZmPccHyjSJqQ1LQgyyyudiOLS+3tiC9HJD/AIhqFOfgbjs/I1PzmZZrGnGh5dAVcakD1D2agN39x6v3FtAIOqgFC49yK6vlpdD0QtCY9g9zRyD/AM8pAO/7hTnIrbWBVWhHSaPZFCjLt5av191doZM+Q6xwlNXfxFHS9Px4BoMQHQ5v6ZY4UeSxXbB7pLitw5PKgF2qGGfmYMa48rEDLDE292Ljrsx0FJ6QXglCrL3onA0ZTh8+giAtgVy8OPfi0LJvL4ZrL8mGEzLOj8wPDPPsriEpWLzCMC0FUoIdzuWpusy7jG4ZlwBRVqLA0MbMdnnr0RqEVpSVxF2x6CGuM7qjfFR7kbxtUpdLnhN5Us0qrer9QlrmgxgmZSvRZtGxZXXo7wbLpDuiWpdf03joeF0fcKuivsQ4EKzRWf8At//EACoRAQABAwMCBgMBAQEBAAAAAAERACExQVFhEHEgMECBkaHB0eGx8FDx/9oACAECAQE/EP8AzxATcBKPxS1FsIE+qTCIkhlKc28RF4gXd/ADYr2CZigCDHWOFCRRTEPKI/2jU4g6okSRJJyehFzCRpF2AB2ihREyU+kVFswTQ6FzExLtSwKpZKeMtEkRCROeKJ34iZmoWTKC2CgVMzM+MzRxxA5zSJLcXM1cqYU+KlNI5OCjgKiAs41qU4MgYnipeYSUmTTPT67otiLfqoiZzJbdooqEsJHfSinFiGW3tQKCJMA6WocbrlIO9HCUZMs9qcseaxGRE9qBBIgrCxTdwd0VGgSJKwzUzAGUtpKOXYCZmtA2E3iKtNcUJvFTorgsMFSdG3DMd6e2KAo2tQ/EWRsjiCnEoqmzOaRFWAu9KUKGLzNKDgQBtNTQQxeZ7dCIgSgsTQDi7ooa0tO4p7GQnMX5qQTQi97UhCzpMmlINCCyJRNJagzBQYxGyrJFd6GO3nYqV16ytS71Lv4Jd+svSV16S71L0l6ymvSXf0tmUg3bf7TDPxqJY+JVqYU3L+NQTY3WP9pPPxaGwntq1ISblz1AKgEtSByBju060T8vmlipV1b9VpQdxotgHnPzWhG5n23rHegVgKkSY9Sx3anzgLfvNKFRXVv1cl1uNRgQ5s/NaM+69t/ShM3ACVdKnmcxcH+PJhEQSrTh3qZl1HUc8eQKMlBFL4/bSIw+iBQGtSZbXO7fyXAQaq6BU++Jblu1iS2rakhZyeTPHCbfasT6GPGG/H9VKDmuCuCob2xSJkjwz6gh3mg9+t14Hk8qFTi5Nn39AICYHLxWx02ODFDZxi1YbR7ZmpOn1UmSG/G1Muf7UO3UhnCVcF2r50q9m1MxfJH1apVXNftoDCBsmw0kKanRDYh+YoQXvdfak0K2/wCKEbtvmkgwlv1iE6j8Vjz96LDvZ0AJjEFTtJapXta8UwNiGov8qV+SKhqUcVvOge/8FGEhqCHRxRYFkBMb0sq70sm4D79JmFBQXauatGJX1L2qNLQBC6bduoyEzVnbPkeeoZuPoegwCCp3sXqTU72L0O+6zNCJsVK1ipbFN3X6P74bk2k6EW+IeKhdver/ALtaDvhJrzU4fK+KAAMgsdurluZHwvnmx2P+eS8zoZcHzRnmEGZkN6/5Ye0V/wDQ/an86D/ZrNnsJPkqxAlVJI8oxzC+/PMPZ+C358YICqwF5qO7JbHelMGmgWKHYD7NqIvNPQY0pjFEGTmpqQ2JZ7lW0tRyJx5HBR93/PngkmwR4mkREIwnbwgglWAOajAyvY4OoudKfqoRhL0KabUFcVIDmm67dEeMvG5yVkANwwnifTFJeNaUpC049BaOPgH78MMFv2L9+AYZKhKte8DNSipTQzuseBikOW0/RoEIUiO54ZIL/A1fQx+kR3oysfCdRYw+ApSXHGx4QU0Drs70oK5TKPl2KtjAYq29Qb1bemNKmjNna/fgN4G+0VYAEAAbB6IGkJ7HHak0J6bhxOxfxt0sD+DSNZCZnWip4qTaptjpv8od7usJbF0wFAsBddVv6QXgNHU7VM9yMnco+/HuvhBbFM3cNtWiAgg23o8MxhMlSL3Bk8LiXe9AeSI5psK/MfqgIw6Gvf0woyMNCBlyY0pfAfdR2e5XE9ig8q+qIwjkzSr1FMMNYTXcs0vBdya7fuUDU+xNIEo+CheUUoX+fUl24fVvOCUN6UndPqXPITwpMRUO9Svfeob3oE18KiVoL6q8dFu54YfeKjdUbqjdUWe1E658Fh1X0eqGERuXoBHXJs+FmKaE6+EJcwauxU66YO3q5ibrJSRCMjcdI8oJ70QSTu/HrWtJX1VkFQdT8+QE/wDY70QL31/T170qPzWGS4xQZIThmoTPWUTEG7at1NjHzVrwbGPRQ0DLN4tSBCQHVLTsQQmG8BpVvRsm3zFWbuWYdNKCkuvrRqnTDz2on0tGf5QRFgy1bhLMr6XkojnhIvfM1Ldj3GpwUnMdnbemkXVb3dqIEjUR1oyh2WZ7U++JHShEQtMy76UZmvEh7aVYEF4wxHwUVK4Eyt8f+3//xAAsEAEAAgIBAwIGAwEBAQEBAAABESEAMUFRYXGBkRAgMEChsVDB8NHx4XBg/9oACAEBAAE/EP8A8vBCkkFXwLLnWTxH3iMDKPMfkn4G9HoVMUGCeuEGAIjIjyfTUBVrDEArAIhWgA7fR2weBegFrxktY3CSEjD2+ZAvwmhwiyOD6/z98doP89cAL3C38OCARkf4pwsCQKt0O5484GbhkK7zK7reM0McEfcvLKWJQS2NkbR4wOtiqSBCXoYYgNKlkLKb3kG4q6AgPpiqSIJ2cUqyKRsaLY5+gim1KKJOE4cf3HPdImV84Vbhex8rrFtWQyQ2gl845NYpSYRducDpXq5FKB2Yj3JyYmi2SZC7aesWZS4YZlpJ4fc+VcY0JASr4GK6/wAGyYLvr/qJgglELGR2eYHAIBXwmACnYQ/vEh0LSBaV1Oat9AS9Ul6HriPEKFOi5UcO9IwL0LXV4MOgHqqMunashDUQKOqXQ7OKjqUMFCLojsXIeI11xJ0QdXjBiSTKQckA4maWIQgwhwjWPYgjAGLoUgRZ1Ek9Z7YPadzA91h6HKGqcCSYssmHjIsbJQApIHlkrxk6ASucDYCXRsfZhyAvbYoxASB4cLY+6QEidn47RSbFdAWr0ME5Pa6wE/S5tfWNI6iNaTDC6E/GIjIhJU6OhytYzgyEs6oKntE4p16WA2nAycj8TB6h+ME/7b+BB3hFYK8wpmBNGn4FKesGACwsoCiVYAn1yQNw+UIBPasKAIBdVIk61Wb+WymE2OhbgVTM0EQBaAxU6/iUwAglcXEzEJQ3CSjlawjxE1R1iYz3yjnCKQ9KCO5JgAgiSJYmTQLAh1RLtJHHbNxACBOdFTpWXggQdkmvu3HlE/hD+8n0x9pj8gmEIRJHF9gYATDMVuEjsJcg5MXNx4AI7MbKrf8A9mLdupFgyFEMEIYhoSyHM5v2xSRZ0SzMYuDepCgMeRx+pDdgr+3HN0UdqCeySecNIAWgEBkb1yUuQUDbXthJDaBrpfGC5AR4/wDlkfd0FrUSTE6yWzQgJtLU/jIp/TZXoolqemJSVPRUPx8GrxwY2lowhz+jCgkYwWcknVpe8MY+zBgBrZaJKHBNu+caTZP6OK2mkFY0JZNGWB+FF7/1n+j1+KXxMN1cC41GeqlfrLO1OpJsdHUbvGxWQKQ6IanqwYMJGFAkIHUjOhgzX5+l/wC4KDjIBCFsGpjukp3ykrWGBBgN8b4decnKmUbAC+iHphfQAJmSXkXcXjVJMxOBmYYYRvFS2H3cD7QnQLXuZOxO6EppeC+hOEgQESxHn5I/5dsNhYi6qGRACM3K6O8S9MlxAmOf43Tkf8O2OP8AVJ+Fmcnn721/ThBgESxOuIMSTn4uR9g9uCNlFUaE9jb2M1EsKKULwE1BbzgfXAQBwDznrE9yfgo8WQrL7VaPODHFSVHQgP1jlzmX4x3ZSTgsh6sPOU4gxn4yHo/4xR/us+LRCwuyIq23KeMculnOlr0EYaaWngJi77C1MuVybmdov6YRakJj2h/34Vcu5vfCZB0yduzuEAe5HwN/yY/4GGjKJ1YfccBqCwkoY0kAnOEzQhmHb+r7ORob85kJT0fu2abMN6wSu6PH4OUcIgh6Bo7WYal+o/6x4E1Qxem+tIPOTphdlqUBK3oZcHBMTxJAMb1ja+FGmrtPziCWA8kyhz+EU5C+sSSPWIv5y91i81iT/R1yHB11FZ3HOsVesm+NNCi71GQhpPAmkbRVVlwyPqEqJ3GRUqrS2YnqOsS2CnY0IMjgSs3wqjoD/YDzjgKwSbSQRJ6e2DxnHoEAgOtYetN8qCIaMLvnICcAbQRYT7YaeGA7o/Mgnt0yRCDBSqGlLowvBInXAq3iNuUC0W5NOQtwgAS9lB3ZDDC56RQhoIbXeJc6mlELY0aCLwFIEzEZqtlurHCOFBFDkRl8Rl0HKBdTsp3fjDXwANj0BE9Z3DE6db1TPYwqHsScPjhs4PQgnoLkjwINLaDcvK24UJQYnioVI5h62ncySlTNG7R4DfjEwqIA+kBiYHtkJwE2WU1WRy66YiwAEROSAMOns4123ll2kAhw3OQGUjuZD5slNzjAlAF1DmT0dZtWbxKhyYoHq476B+1Sh3V/OCQABB+4Sbqxw9MYoIIDc062uTfXptBEvf7yFEmIKETida7ZrWclKjFEtsKjTBubrku3lKBixM4mNcVm+PCYyD0mRwRhex64FGmISQcYUkyCj0ydDGdSvjCicpTHZGsBgDI0TgZcdMixHwbx1ZXkLJDAuuWJfACA+Fpd1y5JYWVsgpBksQcOg4LBecNxDGZJPXAZaceoi9MEKx1wAIP/AMPn+YAg0oADuucKiCWvSiHrjqdBc/CnNefCp7YS68pP1haH6LPvnrOJvullJ1P8+V/GM6Apf4kOCOvp6u2MHlayJ+HQvhKfnNf/AAkeFNY6m8f0vJNeYn6zih0efZm2f+EE5QwG0DuLI9Me0XQN7T+P5J+AmlMdENT1YMlVrVodT8RwSE2QcTwgO2RhUcf6fOSyDyH4LxOT2v3vjzlOlSlDraO6OQMwsRP1YfUfOpleJIeiFerN4rQjnWPwNmA5a4wezAHbOy6ya8PnPljfO+ByzB69nC47l5HFO5/ItHfCtfyyKeBtdn+NT+cbpFa+MkenSx86Hi8GQ7GyXaq/qoBCYoe8b9ceveC6Ooa8mH5aSEPJ8YAtIZvQrfOsnuLP6yb0PXIHNKCfMW/Vg9mm9LWdTnAxmgao6it9ysKJwUB5EpP4pMbQWl4musbcdeKn+iB9ggESRpHCHCYfbe0mMWqVX7nPQmCO6rUvL57GX6vuCeHXFBx9gAh4AIjwjvHNIvNJWfBpxwQ8J+FXnT/EHigRtdw6rpxiqU5WQ2vL9nGACu4SFvc6ZGcGZJU7luX4+zL8W32RyMb2YvBcz5B1XD/DEockLH/S043jeoLNq2nK/ZvoI7g/M/GHiLAf29XG2ug8PR6jgYLOweju4+zAKfoD31V+MFv4Lftdujz/AAguPvzOXuOIeRuEWs9Dj7O0tkf/ACB+8QJWxt7XxILR2+Zf1kqyQdRNj3Gvsw8oWuHie29MJcMPK/vtx/BIaOqAEq+DGuAeGHh6r9nM8NOx/eQlDu9J/b8rCkQ+3H4PsyCIkjSdZxksIjrd2x33fwS9iyIXeyKMP0IBoDRi95NaAkqMgxQcRAnChAIghFmcks5CZWHCWLsvWVWcRIklMhFCOZqcnRCg4gaFCEnWAtuJqM0kTArcBiJSDfKQ634S8WhDJpijXNoqGKwqGVnygU0CYePpS0mLoMb/ADtOnzaZxT0TT74dPQeX+gvz9mkP0VhuIeOmKeEOo0ouLs7P8ALNhWgJVxvw2TfpVRL1+ByWaC4Wo4E46ZpsqCFxIlbZ4wkvAKwgZMahEvGQ6nCgkgRwgt4PXLulhNiZQSVDWFWuaVIxoRsBD1wXOsCwCCWgPO8ZNqIzQItLaJSsfdtYIrico3v6KHx4SE5HCx2j8AMsw8lgeqCUdGEYa0ELiLADJLcnsbCiZIirSVByaP7AAJS4mZ1VmPkAJw70HYLxH0UEBUBCFQt9qyT2DOgHf118zwO0kvFRknjJhpRC0ihBMgkMlBmquiOhw65ykwGLljRSgRtmpycy+kBCQgEJOucP0rUo2GSE2gC86DI6nrrCMlIyVgyKCbdjMhpiGGHBp4CBMC6WCBN3808MsfAKnud3+AURo62JL8Qh85E0KXQEHwHmnNDA3AVjmCsQKqZaMB4CkQd4qtudscZd81aBNCSPYljpylFfWDqK7CbjWK4sMUwQ8bF5Ns4olULbBEK6Bw5JQk387R3KyB85kLjQSBXQtwiukuhc0kJXe9YnPGp3AbE6N5znlORHHlUdfmdZZUzAAAQBAHGKNEwQNCJp5TgxDLgJKEL3KV1yEKpFoEIsjT3xmNlTMJu9SwvDTgyNZ2AJJmmLjplxEyJHIlOGzi0NlpGRlVgcaD0flPzYSiI04G+cImMKGEpeT3rpiRoIIldIBXC95EmSNWlI4izweuWlkgbE2okqDBzhYHYaHe1I2ASDeSgTBYECWgfLeUWwkgkJMpYYFKx1uSo0Cyo63M/MQ66vOR4tOMnLN2Yfv7+PGek00D2T8SGS0lE3gNx2ZCUbxVAoIWuujGR8qmWXGD9InCmEFVbZEBWjM1rEhs0pjKMAM7S81ifg/QAZKOjjIan6NBWFYJGcd3BPFVR5GdpIg4O2eLLI9HBJjF26qKSSKW+IG85+ZpRKAhDM6neQvaxtHsREh1l8xyzpNuvmK+B4jMhqCSKEZOTnA2kIJNBTJYJtWsjG7hLYvtTfE5TAxWhazGfyzgIogCyFEnSdEdcAEtfNCFiiYbNfCWOVPT+0n5Y/6JJYLUIFK2usnE/Jg2GUYhcChbGBzSVCOUANMk1jT2kSSRhtRomsIs6RADAQKIITzhqbe1iOyCUsslKxIQWwk4rNuYZHilqmBRdpiYkvWHUi570D5mSkfmOosHUEJi2Cedso8RA8ffyYzO3YhHb47LfCs1K6yOOg5qZkhtiRA6UzLyv0y9JNXNdTjzjIjCBNgGgnGoqkyAMJMxM1GTqauPdjTrIuHGWUaixkSmMEQRkSRMGRifgxM77ZMhUiEoTL0IwRN1ZIlTRV3nKjiDJ7Mw6xVBUDMnpMxOFIoiARJQ241seXDO5ExMTziHaAMJ0C7xTNpL5QPx9Gwdjz/wA3ypUYjNFCRRvkYzdCyUhQaDaQl3hlKBd3gQKeEEscWAVvbkwFSMPTB42b8iSggzGHti3NhTAIq2UxbzhUYmXUZknlLkh8MAlAgKARP4xZHJLDoNGx8/G3d9ZPK/fIhCk9gnP3VJf4kqOIQYSJArkHI+d4zJbeHVhjjCjo2gGllKbQXSsUgDaQhMRUZX0YihUY27QlMMYe7rIJUBooWPbGeDSaBIteSiPTDH0oKIBBAlFnjBD1AFmioIhCY7xiFWEAImkCSOsby/FnKeImIJJoWTlAEZZAAtUFuWqi9DN5uSOWXLgI500ogkqJSDgKOoQTkCiyTGFw4RCOuglkMnjA5FQXKF8ADoVOGACjNSZfv6PnI96PlTJwle8Fvpj+bk2AllpQZTYYp+JwUCkkChAKnIV0UsQA1mpO2jnHQQSQZaNmlzqMpf3RHd6RFpQ4092osQkWPA8sPG5bQUmBCHM7xMXIixiqMSAkZCDgDkoCHInzcKep8f3zm79obkfOfZJ/v7Pu1+gzsSvb6Jda9hN/KYk7QseIDEXKZOlfkuqGUKjExvIchE5aiEqTCIwRAoAAAN6gRHNYrIzM9YW5Gp32xkyAUw869+ySdOKMWsybk8SpNdMYkksi8JSU6U4wrrWMKhoKA2lTiQs8QCWRmLd+fmcVs9BD98Fj3RlD/dp9mdH+yYMPoi4d8Ov/AKyCIx/F4fsucQD/AD1ge38f8s4BMvjrzK9ycQia8OftDBAIiOk5zT5YvtFhN/pOfvv/AEI0ztkX6f19iAGpCB6uGgzDoPlv0w5dRFUEwluMNGLMp6MHCBoCA+b3CAX3ybaUw/qreV0Fm1mOCvbKZahSjiW/T7Md5++8BAkSE85yodbF/wDv15AloytrqWG/J4MBEbT2PPy7wUQEAEAZ/wCmYRk46fmR/XwDCcRbVJEkqUnDk6T4KBNqZrIOCgPb3YpSlpjG7DqpliSS0BXB5PRjUjFOnOHNC+iV3iIPb4dwT+ivzhQE6PZF42EPyQHd+reMzKlgdGs/X2PL852S+/uqQd1kweH6xKNpeV4Dl7YlbtLBdXwds0UwCD5BNul9w+CBs+KSMgCS7Eh1wi1E0pIY9LfOQfRzoIaUM9wTeCkmfaVQQHSd6wilM4GIXvE6wURzdQMVLRjy/DoaPqZ/R8f+XI4Oh5x6IoeDl8PZ+woqZj3EHun38PkLfA0r3Zj6rtjLsHaDlwUhN7i79e75h2QfP/y+QRNLhED5ESINeGCNQqa5IDsTWvjq3LqWZ7D5JeLY6FpOHH7I0R0Px0PP1lDhE7Ev6yMN3cXK9h9+zydUp5R3ZGaRIe0mvT6cGkdG06ByubvBba/7cvzkHk3loPbHakBHqODFKMRYewcBgIDQiVYkSJO4ZOcQtYpBFIrOBsPImDSURVLU6BelHtkaboAglIAAjMwiRgDkOBAhMJw5yCIerTNBAD0PlC8aEf2dHvich4o5enjr9WcAlZtXoQL7YUcNtAQH36CIlOPKCycpMPY+kLYCpYANrgQUQJxUl+voGVIInUccm1U8u1g+kLIgiSFKQKz9I1RKZEIgecbxrikSwYA05MNuVOKj3QNISPbJg1A1RNlpSpvBsCQUvNny25PFhB3/AOB88n6mB2JOpj+hH0F0+ee/1N0BejsL3geT+BjVIG3/AElnS8iQEnZ+i00AX0fP9MDQMDQGj6IErpHK59HEQkSR7PytIJaFtWsBVl+Rs+hzBp7q61rIwy9QnY9xp7/SDmCNso7IGZ4zTRVCJ7Xur/gQBQIkI6x1hFHpWZ+0z2fQ3X9jq8Hq1lmM86cPAcYik/FFQNkEmu+Li1KeXWUKPIvnBWDL0EERAFRekvBb5mQpsABJEnzGlIIjyONWpY5f7HyNbxlO1Hry/wCcjJAQCAJCG9dcGQYEmX5WlS4cRYZPbBLeoZ8YTQMzyYpIEUS1zj1XghwGAm2HWDsMPsQWQ7i46YoRbZkQSmyOni9YGowhefKFOTn4SPjtMtH7D6KSEKQASrhziOjjh/wfwakrQY/olz1ML+voPcYfPDF+BdG9bj4WumEJMrh2DkyVnqkBQkAIDfgwB42GoIJ2KyrFJZHKb6Co8rMfOIEl/wAzWNKG7NOfD8bRg2X+C4EgQA6GDEQk1hc9+rxhKgK+IcgVkBk5DBA8xYsERClgAg5ERoIanCSAiLMby+i4FMV6UhIdK3giiCHYpJJMyM1kyGcgFEdVEeNYSA4Mlm6gkBUHOExe8BUEf1E7ycc5rA6dFLPI19BYYcahZFPFuMKC4CABABwfwiSei1B5634Mg6Arh/Y8PygKABKvBjYVly7K32PhQ0mitgwwglOsDcIEiADhpkkJu4xf0baJCEhAWBkS+uT+1YJDLgStzl0LJoaH+wd04WBkgo3nx2hJQiTAQCIx8kl5RHER8sLQcJx1H9ZcoDD7DhwqZC3jqMtqdptNr8HE0ISABIJ1yzkZ5MwamusFWkmnFBBG0IilRZhLIz1yRjBQMEm6ojC6zZyQIZm7HUUzkzkEJCLHQKN6xyijIiuy6s+vySCqEfCDy/fz1Giu1bBNrQZVPyXa2nK5f4YAF4i9IbOjxiNFja8vJwnycLQPqv8Apmogn0RPwOPFJmEFEiRPbNFFa7ZLeJUMMCKTT3wDE5BQsxUWmQTMExE8xgAAAag6/PNQtMAAobVtYNGfGA3Pbp8YJmLyDcW5AaCssWCXb4wCYBLOuXINwfLxk5935sKNPLN2h+DWQAw7Be35X+I5btVfzz1DgfSAz2v2hwACJIjIj8FzQieofl+qeLeVgxyeqogug4O+CSPfVdVy4qhpG64HDth0WYDh5XD2fqEI+6f/ACcc6QB6j8eRzRt6Da9jAweWfQDnOecGMkDg8vVeVt/io5hCAdEcQuBVm3Xtdmu+RmXYwe+sdHnHD3L/AM+n01QgLVgxwN1+Rr9GAh3cEJ25eXAAAIPjt/sEnns98lot2h/mnI6HpO7tNP0qjlGeZR+ckVlQXeR+TDltTB6uHGRgVnltnQy2gA4bpqI6v8c2c+BB6jse5eEqDZjG2ZQOMlI3zQe/I9cUIDSCzB0M6jJ8okl9g/ePnUV/ishJ91HouHzkEsZ0b2/uw8RQAAdg+foSaFk9Wz0yzEdewgsMqozbnkgsPOOcGMjHppkcYeRk+USfDX7YeKyTt++sGlwqisXUhrqy9CgqE7dDszgGmgAAHAGv5Dkb/T4YoroP7YjD/AoMYD2oCeyZHr1hf1g3bO0P6z8EqvwMclTqmXuTCZbwh7H1QY8Br3cTUj/4qYx9gcA9Ezo+vL+sm3Tu/oxXtKx+BiYtFzL9rgIq0AHsZ6arx/JZ/wDa1+9m5pvYTjmd/wCGOv8AJcet8p/7fTVGAncDSk77fZBKQu8iD85NpCY6BX5f5LgdA7Rk9h+mDeGFJAiioq15IKY4pDyIpJjncGMbOISbYNwc51RhMA1hWoSEAxadbutoTYRXGQaTi5woirAzM3i9XIhl1ESTEkJicKQrlIgxmCqSNZA0atliRAEGKY+kHaI23Iv6MHWAB0Cj+SmliobF17oJkGtK6QmPTX0md/eNgkW93D3URIUEliEO6zWjAsICAJHGOlMC0zkhLHHTKi9kcySQzgoKhmLoa6NayC3h5uiqTARv8SiNVQN7wPXS4BBYSoqX6XMJZ/hIp/kySIIjYjxiOsMHan4j6fQkLp8lhlHoYLqhFANGAhLoGsb922DZEMBZXeMrlie89QNLZF4eVNZzEsREUN9DDkjukANkqiEovFjHZlmkIQSdCXFsgX641BYRg2cpLBObFLutBlS7AEMSgRsPGJljsmYIB3HPQyBRcStIICKR0GvoKAq0YyNEg+WOkpnx/KRRiDoiynh2/QBMBESRHhwJCQ03xNHSNFFY6lpiDFk4IEpkjEZCXe0CwAiW4rCFSwUPaYB5Rl5wtVbphxqg6LbrAyYOifp9998AC1aK2lJMwtusgNZggwLlKAUzod4BOF/cjCVtlVtcfdzlnFViYgaMB7kShMqARQa0V9Cx4Y6NOwDnjCOvblha7rb/ACklBbeU6HdWYiihDwNXUHPP0zNjJSDaIwB4cW4LeRlwC6XsOmsXLUYIBCbW2iAMrsPE5SgiQySSGsoAMkKiCiQJHcfTSaDmabV+h5P5ZSQAW14+p48YJY02gSP0qMTIiJkKAJBhizAKrAI1AqqVIW6YjSSMDRWtDGtumUAWBFQFfJsbl3kdStSU6gAEuj6UVOYK4d3SqOuRQ9HmDl6rtev8sP8AEiEiNIjsxc1aDTpW4Ha+3aIg7Ii7uI6qbR+Icur/ADBXoR6rhOA6cYwwy6GheOQ5+1AiaXqvAOV6Yh/rFNw/+H81PiOAPp+EyYgIVBx+Unf2aBwLAS3Q8uCrml30R57OP5wSGQP2R2Jwl5IoDp8MePqazSMlJ9Ho9m/sIOg4v6EDvkozutHUc91/z283OIeXPQF6ntjy8tU9j+DrCmxKxDsm/qXzxBJ7oLr74scuBH9b9jJa1e9uqtf/AOBOB8GA6I046IpWD0fs1jTGeqj3vXxWJhHZzOun5wOp8Ie5803MnIfgvL9ywK9WAMhlTYzHSku8smOaPIdrdfQr5UGQSkiUNsfOjATQ5QIL+cDALgdUJ/R8eP12XGpjp9IUAiEchKP1gNWlQA8r8QalQKDAlg5r5wuEjkWwwFzdZC2qchcBKZ64fAWYY3SgCqcVC5oSNyJwHvgaIQQV5Ajew8zjzIEC3ZtMcTOIKBlLCkqLiSjFiVKCAES0WXsx2JJsE4xgM2jE5IqTS0kbWzNGyRsAC4jYxAlvpDYSEQ9d4OgnBuCizSyDEhRmesFUUKlI7YllcYK1EYYNvbABI6Ap8G1D65A2BBRUEkskcIZIBMEAQqVMPjJWodslpnpJEeuOkHnABNGy4rYZIYQ1Cbla6g5HMwiTlRJCyzQ84lLcotkVeDN7MQqFgkAqAEIcUdcYTEMKjK4nHXFyAYBAboSSGs5yzsR54HfATJF1SDJEMSYWhGJQhMSGoY1YBCkCSSmpisjKkcbCsLXhzOL66L1YMRCkThiJKBqTQohvKU6VKQRGLqXIkoYTjKQJFtKwKrqCgKUFhViZEFAFyEQyJ65MZyc1hm3weemBJ4svN0AKcsmxlkKAOsA+MGEK4OSWNEpG8m6wSKQqEQCfOgWrdgNCDjkFuL7MIUS/5jba0kgRpAAvWKrCgVEUENOi8VGhG2pBSuZZK8YzeUoa2hlrSVkb1TGoLxtOuWjSD1f7H1Z5l+eb+57MilgnCqwwBlLziCzJwJKMXVxVXZ5IAAg2nTiQZRFFkmapu+cbagFASAUYu/OcsAu5diMA11zVGUjRNlPUp1kAIDF0sCwDnjHZgm8wiFKEFetYmkqjHalxyCURkSVBJA3ZCgWHbeKGESQgzCBwrK/qiQWglkEIF1U5OerAgiESDs6bw3X/AFKKIEl0KVcNFZKGDuRJ4KMBcjKEakAGC28bwKWvBNWSCoiX5ljCI6CPHIvtjPja7faDrJpkoSBN4ZxSVc8hdpDLgvTWq2VSxZXJeIpyATFEWybAHowkiBQNEgCJ2ye2QR2OVueTrjlhHDvCF6yR4yFlF2lKqDMnWKILsKQbm5LecTFSjYCtms7qMPm+dgKRQBPN5QFYg3alu1bwPQighbSDrR5cmJtIGyUr2QDtk0+BXIKykDCduJMQmwqJ5gURkJ90sEN9cdckjibEPDpXbD2jvq+DQ3fLkOhqQIyggSBT5x4O5xbwWh1Q4rkaxlWRQaZZ64sXbhCylt3vtk6KGyE5ToLTvD4rbbYkVZ1MRce2hK7VFdMToEZIBBHaK1xhZGpHd1E4m4am8Dm+0EPQFiIwIjGAbYA6m+2REo/IYyC2Li5rG9Xnxj2OuMiOkcmDAsrMdMiIBdZb9U7xFVYcjLiwtYMhs1K9kIOznCUcOyk60YTeMbzpEoJRIFOKIBnugvuGHtiUmpAnMFfRACAA6GECMM3C4aJswIBSCJYljmsAIADtigERsdcAAABAGgMOCDQEF5CaExvn4oYkGGTEMSDDJiBCCd/ggkJJiARBHjIIiMACArHgk2JJiCXrAAAAMQF0yeoj1EwIMkCXgUABOACoW7euAEwBNv8A+Sf/2Q==" width="306px" alt="como ser cientifico de datos"/></p>
<p>La habilidad para extraer información de grandes cantidades de datos crudos es una habilidad que está en alta demanda en todas las industrias. Esto ha resultado en el surgimiento de una nueva profesión, los científicos de datos. Estos profesionales están <a href="https://losimpuestos.com.mx/en-que-se-beneficia-la-ciencia-de-datos-de-la-inteligencia-artificial-un-curso-que-te-ayuda-a-usarlos/">https://losimpuestos.com.mx/en-que-se-beneficia-la-ciencia-de-datos-de-la-inteligencia-artificial-un-curso-que-te-ayuda-a-usarlos/</a> altamente capacitados en análisis estadístico, visualización de datos, algoritmos de aprendizaje automático y lenguajes de programación como Python y R. Si estás interesado en convertirte en un científico de datos, entonces este artículo es para ti.</p>
<h2>Convertirse en Científico de Datos &#8211; Nanodegree Udacity Todo-en-uno (Inscríbete Aquí)</h2>
<p>Su interés por el análisis del sector industrial lo llevó a estudiar ciencia de datos para ayudar a las empresas a tomar decisiones informadas. Hoy trabaja como científico de datos para la misma empresa donde trabajaba como ingeniero, pero ahora como responsable de manejar servidores y bases de datos, y por supuesto con un mayor sueldo. Ser científico de datos implica ser un experto en analizar grandes volúmenes de datos y extraer información valiosa para tomar decisiones estratégicas en una empresa u organización.</p>
<p>La ciencia de datos se considera una disciplina, mientras que los científicos de datos son los profesionales de dicho campo. Los científicos de datos no son necesariamente los responsables directos de todos los procesos comprendidos en el ciclo de vida de la ciencia de datos. Por ejemplo, de los conductos de datos se suelen encargar los ingenieros de datos, pero los científicos de datos pueden emitir recomendaciones sobre qué tipos de datos son útiles o necesarios. Aunque los científicos de datos pueden crear modelos de machine learning, escalar ese tipo de iniciativas a un mayor nivel requiere más habilidades de ingeniería de software para optimizar un programa para que se ejecute más rápidamente. En consecuencia, es habitual que los científicos de datos colaboren con ingenieros  de machine learning para escalar los modelos de machine learning. Una excelente forma de mejorar como científico de datos es participando en proyectos y competencias relacionadas con la ciencia de datos.</p>
<h2>habilidades o requisitos que necesitas</h2>
<p>En un programa de maestría, puedes profundizar en tu comprensión de la estadística, el aprendizaje automático, los algoritmos, la modelización y la previsión, y potencialmente realizar tu propia investigación sobre un tema que te interese. En el caso de los virus, en el área de estudio de este colombiano se puede ver cómo cada tipo de célula está haciendo afectada y qué se puede hacer. Un solo experimento puede generar hasta dos teras, lo que ocuparía la totalidad de la memoria de la mayoría de los computadores caseros.</p>
<div style='text-align:center'><iframe width='569' height='311' src='https://www.youtube.com/embed/4sWWALnk8ms' frameborder='0' alt='como ser cientifico de datos' allowfullscreen></iframe></div>
<p>Una vez que hayas conseguido una entrevista, prepara las respuestas a las probables preguntas de la entrevista. “Podría aceptar estudios pilotos para probar conceptos y verificar los puntos donde tenemos hoy un deficit de conocimiento, pero esto es diferente a promoveer iniciativas que no tienen un marco de realismo mínimo”, acota. En cuanto a la práctica de promover el cultivo de algas para combatir el cambio climático, Buschmann es enfático en señalar que “esta es una práctica que no existe hoy en día”.</p>
<h2>2. Programación y manejo de herramientas</h2>
<p>Por ejemplo, imaginemos que un científico de datos trabaja en un hospital y está en un proyecto de reconocimiento de imágenes para que la identificación de un tumor se haga automáticamente. Al destacarse por lo que ofrece, conquista más clientes, tiene <a href="https://losimpuestos.com.mx/en-que-se-beneficia-la-ciencia-de-datos-de-la-inteligencia-artificial-un-curso-que-te-ayuda-a-usarlos/">curso de ciencia de datos</a> más ingresos y, en consecuencia, puede seguir invirtiendo en mejoras tecnológicas y seguir siendo un actor importante en el mercado. “Difícil respuesta toda vez que replantar bosque significará disminuir el espacio para la producción de alimentos.</p>
<ul>
<li>Entre estos objetos, 10 contenían metales raros, lo que incrementó la especulación sobre su procedencia extraterrestre.</li>
<li>El machine learning y el data mining son áreas fundamentales en la ciencia de datos.</li>
<li>Buschmann explica que actualmente más del 97% de la producción (32 millones de toneladas anuales) a nivel global viene por practicas de acuicultura, y que países asiáticos como China, Corea del Sur y Japón son líderes en producción de algas comestibles.</li>
<li>Para realizar estas tareas, los científicos de datos deben tener más conocimientos de ciencia informática y ciencias puras que un analista de negocio o analista de datos típico.</li>
</ul>
<p>The post <a rel="nofollow" href="https://sorayanegociosinternacionales.com/2021/05/10/que-es-un-cientifico-de-datos-salario-habilidades/">¿Qué es un científico de datos: salario, habilidades y cómo convertirse en uno</a> appeared first on <a rel="nofollow" href="https://sorayanegociosinternacionales.com">Soraya Sarmiento Negocios Internacionales</a>.</p>
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