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Ana E. Patiño M.
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Universidad de Panamá
Facultad de Economía
Departamento de Teoría y Desarrollo Económico
ana.patino@up.ac.pa
Fecha de Entrega:vagosto de 2019.
Fecha de aceptación: octubre de 2019.
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RESUMEN
Las prácticas de currículum oculto suponen que las universidades realizan más que la transmisión de conocimiento del currículum oficial. El impacto de estas prácticas, en algunos casos, llega a resultar mayor que el del currículum formal. Así el problema de esta investigación es ¿Existen prácticas de currículum oculto por parte de profesores? De ser así, ¿Qué implicaciones o impacto tienen en el estudiante graduando?
La metodología utilizada fue de tipo exploratoria y de enfoque experimental, con un nivel de abstracción aplicado y su temporalización de corte transversal. Para ello, se aplicó una encuesta a 73 estudiantes graduandos tanto del Campus como de cuatro Centros Regionales Universitarios, cuyos resultados se analizan en función de una prueba de hipótesis a través de un muestreo aleatorio simple, y un modelo de interacción univariado.
Los hallazgos principales denotan que efectivamente los profesores realizan prácticas de currículum oculto. Se practican las cuatro dimensiones: Política, religiosa, ideológica y la de valores. Los estudiantes están de acuerdo con dichas prácticas porque consideran que son necesarias para el futuro de un profesional formado integralmente, pero desaprueban las prácticas de la dimensión religiosa.
Palabras clave:
Curriculum oculto, dimensión política, dimensión religiosa, dimensión ideológica, dimensión de valores, grado de influencia.
The practice of hidden curriculum implies that universities carry out more than transferring knowledge through their prescribed curricula. The impact of these practices, in some cases, happen to be greater than those included in the formal curriculum. So, the problem of this research is: Do professors turn to hidden curriculum practices in their teaching? If so, what implications or impact do such practices have on senior students?
We used an exploratory type methodology and an experimental approach, with an applied level of abstraction and its cross-sectional temporization. To achieve it, a survey was applied to 73 senior students both at the main Campus and at four Regional University Campuses, whose results are analyzed based on a hypothesis test through a simple random sampling, and a univariate interaction model.
The main findings evidence that in fact teachers carry out hidden curriculum practices in four dimensions: political, religious, ideological and values. Students agree with these practices because they consider them as necessary for the future of a fully trained professional, but they disagree with the practices in the religious dimension.
Hidden curriculum, political dimension, religious dimension, ideological dimension, dimension of values and degree of influence.
El propósito de este artículo consiste en presentar los resultados de una investigación, que buscaba comprobar si los profesores universitarios realizan prácticas de curriculum oculto y posteriormente, analizar el impacto de dichas prácticas en sus estudiantes graduandos. Estas prácticas expresan la idea de que subyacen impactos sociales, políticos, ideológicos y culturales en las actividades educativas y en muchas ocasiones su impacto llega a resultar mayor que el del currículum oficial. Para esta investigación se seleccionó una unidad académica del campus central de la Universidad de Panamá y cuatro centros regionales universitarios.
La Universidad de Panamá es una institución que se caracteriza por la realización de debates, foros y congresos orientados a resolver distintos problemas a nivel nacional y muchos de sus profesores(as) han jugado importantes roles en escenarios de la vida política y administrativa a nivel privado y público. El artículo presenta un abordaje teórico y conceptual, posteriormente se fundamenta la metodología del diseño de la investigación y por último se presentan los resultados y principales hallazgos.
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Abordaje teórico - conceptual
El abordaje o marco referencial epistemológico facilita el establecimiento de hipótesis y por ende en la producción del nuevo conocimiento. En este sentido hacemos referencia al concepto de currículum oculto y los autores Henry Giroux y Jurjo Torres Santomé. En cuanto a la conceptualización, el curriculum ha sido presentado de diferentes maneras; es frecuente encontrarlo como un proceso, como un producto, o como ambos. Sin embargo, los teóricos del currículum han descrito que, de manera paralela o alternativa al currículum formal, existe otro currículum denominado “currículo oculto”, término acuñado en 1968 por el educador norteamericano Philip W. Jackson; quien al respecto indica:
...la multitud, el elogio y el poder que se combinan para dar un sabor específico a la vida en el aula forman colectivamente un currículum oculto que cada alumno (y cada profesor) debe dominar para desenvolverse satisfactoriamente en la escuela. Las demandas creadas por estos rasgos de la vida en el aula pueden contrastarse con las demandas académicas (el currículum “oficial”, por así decirlo) a las que los educadores tradicionalmente han prestado mayor atención. Como cabía esperar, los dos currículos se relacionan entre sí de diversos e importantes modos (Jackson, 2001, p.73).
Por su parte, John Eggleston (1980), afirma que el currículo oculto no constituye nada nuevo, ya que se advierte su presencia en la reforma del siglo XIX; sostiene que tanto alumnos como profesores deben aprender este currículo que califica de esencial, si es que quieren sobrevivir en el salón de clase y lograr siquiera un principio de participación en el currículo oficial. En esta misma línea, José D. Huerta Peña, (1988) plantea que, entendemos al currículo oculto como un proceso de enseñanza aprendizaje, paralelo e implícito al currículo formal que se expresa de manera cotidiana, consciente o inconscientemente en el ámbito escolar a través de los valores, mensajes, actitudes e intereses de quienes conviven el proceso educativo formal, legitimando con él la cultura y el poder del sistema dominante.
María José López Da Silva (1996) plantea que hoy en día podemos encontrar ocupando los banquillos escolares a los hijos de los trabajadores, a los de la clase media y a los de la burguesa. Esto puede provocar la ilusión de que todo el mundo tiene las mismas oportunidades de educación. Pero vamos a verificar que esto no es realmente cierto, se trata tan solo de la implementación de mecanismos ideológicos que se van a producir al interior de la escuela, cuyo objetivo es perpetuar las desigualdades sociales, las diferencias de clase existentes en la sociedad; uno de estos mecanismos es el llamado currículo oculto.
Una vez planteadas las anteriores conceptualizaciones, podemos elaborar un constructo propio de currículo oculto: Es el currículo paralelo, currículo vivido, currículo real; asumiendo que el currículo oculto son todos los elementos que, sin estar contemplados en el currículum formal de la institución, se inculca a través de la práctica docente cotidiana en la educación superior, que incluso, puede llegar a tener mayor significación que los aprendizajes explícitos en el currículo oficial.
Como referencia teórica, presentamos el planteamiento de Jurjo Torres Santomé que, junto al enfoque de Henry Giroux, se posicionan como el basamento teórico de la investigación. El enfoque crítico del pedagogo español Torres, activista político y profesional crítico, se evidencia en 1991, cuando publica una investigación sobre currículum oculto. El sostiene que en toda sociedad las clases sociales y/o grupos que detentan el poder tratan de imponer y legitimar su dominio y de organizar su reproducción mediante ambos tipos de discursos en los diferentes escenarios donde se desenvuelve la actividad humana, contando para ello con la ayuda imprescindible del Estado. Uno de esos escenarios es la institución escolar o educativa, institución que ha denominado como Aparato Ideológico de Estado, afirmando que desempeña, en todos sus aspectos, la función dominante, adicionales a los restantes aparatos ideológicos de Estado (el religioso, jurídico, político, sindical, de la información y cultural).
Puntualiza, que hoy en día, el centro educativo prepara para la vida, pero una vida de automatización, en la que el valor radica en el consumo y, por ende, reafirma la separación de clase y viene la pobreza. Los gobiernos empresariales dan pie a que este tipo de currículo se aplique y además del olvido de la enseñanza pública para dar entrada a la privada-religiosa, no laica. Finalmente, señala que las instituciones educativas son las principales encargadas de la reproducción social, de correspondencia y cultural del sistema capitalista, la cual desempeña tan bien su función de preservar las clases sociales.
En segunda instancia, presentamos a Henry Giroux, que publica el libro Los profesores como intelectuales: Hacia una pedagogía crítica del aprendizaje (1997), que sirve de base o fundamento teórico para definir una tríada de enfoques-paradigmas teóricos en la pedagogía y hace un abordaje que sustenta la importancia de las prácticas del currículum oculto, especialmente en el campo de las ciencias económicas. En la visión de Giroux, la institución educativa no es, como entienden otros enfoques, un ámbito autónomo, sino que se halla engarzado en la mayor complejidad de la sociedad y economía que la han producido; así cualquier análisis que hagamos de la institución educativa se explica desde una perspectiva teórica que se pronuncia también, de un modo u otro, acerca de la sociedad, la verdad y la realidad en general.
Se trata de la filosofía que subyace a cualquier producción humana, también la acción y producción humana (economía), que lejos de cómo lo ve el enfoque estatista que emana del paradigma neoliberal. Giroux exalta la pedagogía crítica, como teoría que propone que los estudiantes, a través de la práctica, alcanzan una conciencia crítica dentro de su sociedad; una pedagogía liberadora como un vehículo para la construcción de la razón crítica que les permita a los ciudadanos romper con lo predefinido, es decir, que sean capaces de tomar una posición crítica frente a la sociedad y su dominación existente a causa del seguimiento de las pedagogías tradicionales.
Posteriormente publica: Teoría y Resistencia en Educación: Una pedagogía para la oposición (Giroux, 1997), donde critica el discurso convencional de la alfabetización, ya que éste la define en términos mecánicos y/o funcionales; la concibe como la simple adquisición de ciertas habilidades relacionadas con el lenguaje escrito y la sumerge a la lógica y las necesidades del capital, midiendo su valor según la demanda de dichas habilidades de lectura y escritura necesarias para el crecimiento del sector trabajo. Al respecto, Giroux (1992) señala que:
Tanto la alfabetización como la escolarización misma son parte de un fenómeno político, y en parte representan un terreno epistemológico asediado en el que diferentes grupos sociales luchan por la forma en que ha de ser expresada, reproducida y resistida, consecuentemente, la alfabetización en términos convencionales ha caído bajo el peso de la ideología operacional que da forma y legitima a la lógica de la sociedad dominante (p. 260).
Para Giroux, el currículum oculto se encuentra constituido por las normas, valores, y creencias no afirmadas explícitamente que se transmiten a los estudiantes a través de las estructuras subyacentes tanto del contenido formal como de las relaciones de la vida escolar y del aula. En otras palabras, la escuela es mucho más que los contenidos formales de cada asignatura y las herramientas didácticas empleadas por los maestros y profesores para transmitir dichos contenidos.
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Abordaje metodológico
Esta investigación es exploratoria y de enfoque experimental, tiene un nivel de abstracción aplicado, sigue un procedimiento de comprobación experimental para rechazar o aceptar la hipótesis de que las prácticas de currículum oculto de los profesores impactan positivamente en los estudiantes graduandos. Implicó dos componentes para el análisis; el primero es un muestreo aleatorio simple y el segundo, una experimentación con las dos variables de la investigación, las cuales serán analizadas a través del método estadístico Análisis de Varianzas (Anova). Las fuentes primarias, provienen de las encuestas validadas aplicadas a estudiantes de la unidad académica seleccionada, distribuidos en el Campus Central y los respectivos Centros Regionales Universitarios. Se decidió encuestar a estudiantes graduandos, ya que estos han tenido la oportunidad a lo largo de su carrera de conocer y tratar a muchos profesores; adicional a ello poseen mayor madurez, conocimiento y experiencia en el llenado del cuestionario.
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Dimensiones de curriculum oculto analizadas
Las cuatro dimensiones del currículum oculto que se consideraron en esta investigación son la dimensión religiosa, la dimensión política, la dimensión ideológica y la ética y valores, que para los fines de estudio se delimitó como sigue:
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Dimensión Religiosa: para evidenciar su práctica se deben desarrollar algunas de las siguientes prácticas: Defensa o critica de la laicidad, del cristianismo, del ateísmo y de otras religiones.
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Dimensión Política: para evidenciar la práctica se debe desarrollar algunas de las siguientes prácticas: Defensa o critica a la política gubernamental. defensa o critica de la política partidista, defensa o critica de la política ambientalista y defensa o critica a la política con enfoque de género.
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Dimensión Ideológica/filosófica: para evidenciar su práctica se deben desarrollar algunas de las siguientes prácticas: Defensa o crítica del comunismo y socialismo, defensa o critica del capitalismo defensa o critica del neoliberalismo y defensa o critica el eclecticismo.
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Dimensión de Ética y Valores: para evidenciar esta práctica se deben desarrollar algunas de las siguientes prácticas: Discusión de valores fundamentales, de valores humanos y personales, de valores morales y de valores cívicos y culturales.
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Diseño de la investigación
La investigación tiene dos componentes de análisis, el primero es una prueba de hipótesis a través de un muestreo aleatorio simple, y el segundo, es un modelo de interacción univariado. El muestreo aleatorio simple se utilizó para demostrar la existencia de prácticas de currículum oculto por parte de los profesores, basados en el planteamiento de las siguientes hipótesis:
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H0: µ ≤ 50% Hipótesis Nula: “Los profesores no desarrollan prácticas de currículum oculto”. El 50% o menos de los encuestados afirmaron que sus profesores realizan prácticas de Currículum Oculto.
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H1: µ > 50%Hipótesis Alternativa: “Los profesores desarrollan prácticas de currículum oculto”. Más del 50% de los encuestados afirmaron que sus profesores realizan prácticas de Currículum Oculto.
El cálculo de la muestra resultó de 73 estudiantes, considerando una población finita de 225, el valor de la distribución de Gauss, Zα= 0.05 = 1.96, el grado de confianza es del 95% y su error máximo permitido (e) es del 5%. Se prevé que el 95% de los estudiantes se ven impactados de alguna forma por las prácticas de currículum oculto, por ello la proporción (p) es de 0.95.
El modelo de interacción univariado se desarrolló a través del método estadístico de Análisis de la Varianza (ANOVA) unifactorial, que estudia simultáneamente los efectos de variación e interacción entre las variables en análisis no son nulas ANOVA es una técnica estadística que señala si dos variables (independiente y dependiente) están relacionadas.
Es decir, compara las medias de la variable dependiente entre los grupos o categorías de la variable independiente.
La Hipótesis del Modelo ANOVA supone que las interacciones entre las variables factores no son nulas, la interacción de las variables causa efectos una sobre la otra, por lo tanto, se tiene la siguiente hipótesis para demostrar la a probabilidad resultante debe ser menor de 0.05 para aceptar Ho y la probabilidad debe ser mayor de 0.05, para rechazar Ho.
Hipótesis: Efectos del tratamiento
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H0: H0: τ 1 = τ 2 =... τ a = 0 No existe diferencia significativa entre la media de los tratamientos, es decir que son iguales.
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H1: H1: al menos una τi ≠ 0 Existe diferencia significativa entre la media de los tratamientos, es decir que son diferentes.
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Análisis de los resultados del muestreo
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Aspectos generales de los encuestados(as): Del total de los encuestados(as), veinte pertenecen a Campus Central, quince del Centro Regional de Los Santos (CRULS), once del Centro Regional de Azuero (CRUA), catorce del Centro Regional de Coclé (CRU Coclé) y trece del Centro Regional de San Miguelito (CRUSAM). Por motivos presupuestarios, no se pudo llegar a encuestar en los demás Centros Regionales Universitarios ni en las Extensiones Universitarias. Estos datos se presentan en la Figura 1.
De los encuestados(as) el 68% (50 estudiantes) son mujeres y el restante 32%, hombres. Esta realidad se corresponde con los datos estadísticos de egreso de la Universidad de Panamá, los cuales plantean que siete de cada diez egresados universitarios son mujeres. Un factor importante que incide en las respuestas es la edad de los encuestados(as), dado a que sus respuestas están condicionadas por la experiencia y madurez de cada uno de los estudiantes. En este sentido, se puede apreciar que la mayor parte de los encuestados(as) el 60% (44 estudiantes) tiene entre 26 y 28 años de edad, en tanto que en menor grado se encuestaron estudiantes mayores de 30 años de edad.
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) 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Fuente: La autora en base a datos provenientes de las encuestas aplicadas. |
Dado, que las preguntas acerca de las dimensiones de currículum oculto son de índole religiosa, política, ideológica y de valores; se intentó conocer el perfil de los encuestados(as) en cuanto a estas dimensiones. Así tenemos que, en cuanto a la religión, el 100% de los encuestados profesa alguna fe religiosa, extrañamente, ninguno confesó ser ateo. El 67% manifestó ser católico y el restante 33%, evangélicos. Estos resultados coinciden con el promedio nacional ya que en Panamá la religión católica es mayoritaria.
Un resultado distinto se obtuvo sobre la adscripción política de los encuestados(as), en este sentido un significativo 30% manifestó no estar inscrito en ningún partido, a pesar de que la mayoría de los encuestados(as), ha pasado un promedio de 2 torneos electorales desde su mayoría de edad. A pesar de poseer el dinamismo de la juventud y el espíritu de la participación política, solo el 25% de los encuestados participan en algún club cívico y el restante 75% no se encuentra activo en ninguna asociación de interés cívico, cultural o deportivo. Resultados inversos se obtuvieron en la participación política e ideológica, ya que el 68% indicó tener una ideología definida, por lo que se deduce que se debe a la orientación político-ideológica que recibe en su colectivo político.
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Demostración de las prácticas de curriculum oculto: Los resultados de la encuesta arrojan que el 84.93% de los encuestados(as), 62 estudiantes, afirma que sus profesores realizan prácticas de curriculum oculto; un 10.95% manifestó que no se practican y apenas un 4.1% no supo identificar con claridad si las prácticas se dan o no por parte de los profesores. Estos datos se presentan en la Figura 2.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAhQAAAEXCAYAAAD1Bt3WAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsIAAA7CARUoSoAAAI+eSURBVHhe7Z0HQBRHG4bf2zsOpBdpEhREBQsqUQSxd+zdGLtRY9fEFo29xBTzGzWWxBhNokZjN4ktKnaw94YFC2JBpUg/uJt/Z+8OARFRQQ/4nuSTu9nZvdn9dmfenSoDwEQjCIIgCIJ4YwTdX4IgCIIgiDeGBAVBEARBEG8NCQqCIAiCIN4aEhQEQRAEQbw1JCgIgiAIgnhrSFAQBEEQBPHW0LDRnFDYonRFd9ga8cvEYVA/u4szN4CGo2aip/tF/PLlQgTH6ja/J6wqdcbgfk1QRhGOoF8XYu3ZaGh0214LwRZV2vVCl9ofQB2bAGMzhjsH12H19suIlQ4owMG7GRrXKgeHYoJ48zAwtQrxT8Jx8UgQjt9JgEZZAj5NG6FmmeIwFi8bS43GrRNHcdG8BgK97aCUMSRd24EV20KRwo9o743AwDooZ8fw+GwQQmLLolbNMiiu3RnRt05g355jEA8tIdhWQbteXVD7AzViE4xhxu7g4LrV2H45VjpnM49G6BjoDTulmLqka9ixYhtCtT8E78BA1ClnB/b4LHZt3o+wROmQIuZwr9kUDaqXhJWC/y6DRjyvhKgIhJ44iOBr0VDrYipL+KBpo5ooU9xYengyo8advcuw6Xz6gUWM4VKtKRr5e0hp4ucUdesMjuwPwQ3tRc2CANsq7dCrS218oI5FgrEZ2J2DWLd6Oy5nim8Kjxb90SvABqnJSXgQvAE7ExxhfSoEl9J0UThZ/JEV9Z29WLbpPKQUm3qgRf9eCLBJRXLSAwRv2IkER2ucOvYE/j26wtfuZe8fGjw5/hd2J/iiaS39eSYj8tpJHNp/AvcsfdA6MADu1mpEnj+Gi8nuqF7tda81Q2r0LZzYtwfH9DeDhACnhs3genQHTmS87GYeaNQxEN52SshYEq7tWIFt2hsB9t6BCKxTDnbsMc7u2oIrJTqiq6/dS9+uNE+OY2NQIqo2zJ3fTT1aoH+vANikJiPpQTA27EyAo/UphGRyjI6XXfOQS9DHftU9D4Xo4+aijz30PhafS00akp9F4uaJfdh38bF4LGO4+gaiYQ0xP+P+keJokJaSgKj7V3F0XwjC4vjRlCjhI96v+mcwK+o72LtsEzLf4i6oJt5j/h78+ea3eBRunTmC/SE3dPlG9ghODdHM9Sh2ZHKcnlze34TBwQUFWTZm2nkti9GwTKSGfs+gDGDfX01lTHWSTa6oyHbfd2Wm/tPZ0afxLCFFzXhS1bGH2fgqymzj5mSCfX02Ze99lnL/Xza8srkUZlFlBNv2IInd3T6W1bTWx5Uzj7GHmUr8LdWJaayGey02cvM9lqaKYLu/8GPmPI6iMpt2isdIYzcXNmSmPEzuwrr+GS6GMKZJvMDmNbZlYgau/W3XoWzj2j7MUeDfFazytFPS8dNuLmQNTbVxxOyH2defwvbeT2H3/x3OKpvzMAtWZcQ29iDpLts+tiazluLJmUvXP1m49ofYhXmNma10XNEEVzZ041rWx1HQHTOjmbLmv2jTlxL0OfN09mT1h6xkl+NjWeimcayO/fN9FJWnMen0VOfYbH8rZmZhx0r5dmVzDt5juwY7pp/Xc1My39kXpHNKDZ3L6hhn3a4zwZ7Vn7KX3U+5z/4dXll7LS2qsBHbHrCku9vZ2JrWurgK5jV4G7sR9AXzFvUGBDvmP3ITuxnxO2trojtWRkv3h4qdm+3PrMwsmF0pX9Z1zkF2b9dg7XVXeLHB226woC+8mZm4j2Dnz0Zuuskifm/LTJQ12OzgQ2xO2wrMwcaHTTupPVbIxErMys6LtfshhAV/5Sv+lpLVnhvKxCdDvDQzWTXF8zQoKk1mezboffwG1zrtJlvY0DQ9PN0UVdn0kw/Ypl4vXne5S1f2p/ZGYIkX5rHGtvrjCsx16Ea2tg/fR8lqzA5mh+a0ZRUcbJjPtJPaeztkIqtkZce82v3AQoK/Yr7iueTG7wqvwWzbjSD2hbeoxsXfsfMfyTbdjGC/tzVJT1e65XTNpTi5vef5saqxmed44lLYgbEVWcmqndj3IdFMnRrJgsbXkI7P/RPw/VXJPylBI5m7lSPzajaB7bifxlT3d7Mv/LTPfcZnUHVuNvO3MmMWdqWYb9c57OC9XWxwds+P0pfNvsD3SGWhc+sw46zbXzAFqzr9JHuwqZfunsi87bXubzJDsmwDyUQz7baRxWvULDrkFzZpwgQ2YcJ4Nq53gLTNvFQVVqNSCW1hqTPB1I45O1owRYaw1zJjGzHDNn7+XWHOHEqUYLam2RWAookFUAcxXQ0d5Uzu0IB9dzJBzDpT2eVv/bKP/zKTl2J9tzxiak0yCx7vxeTp2xTMe6qYwWrSWPiqzukPvk3/7SyZZzbHJrLycjBl3fnshphLaeK3sf48sxFKss/2p/AY7OyMqrrrIWeeY9ey05djGZc+afc2st7ucu3vmLRmM6Y30mVCAiv52X4xWxT3PjuDVdUVSvJSfdmWR+KeycFsvJduP24KbzZVLOA0aeFsVWdtpi73HMvWnr7MYtVimtLusY293XXnZMJaz5jOGmVboIuZ7RxdZrtnKHOWztVELGzOieevZo+3D2Ie4rnyuELJz5j29M6yGVVFQSlYMztbBZN7jWLT+2UnKMRzHx+izaBPTmXeGQrajHFK9d3CHqk1LDl4PPPS/RY3hfdUdlIlXrPwVawzv77KmmzOFRWL2tJHl05uNqzNvDmsY7oAy2Av+ENg1na2TCH3YqOm95P8qqw5h11RRbEtfZyfp9+mDZs3pyMzVVZjA4c00BZy8gps0gnpTFjwF2W019WsIRv6qY+4T4aCKPgLVibDOcCqN1ssijutj9/iWuuPpzOLlsvY3TQNSwoZL92LmbbLPdnYtafZZe2NwO5t7M3cdXFMWs9g0xvxZ03Jqg0cwhpIBZWcVZh0Ikv6zVjDoZ8yH9Fnr/a7ktWcc4WporawPs7Pn1mbNvPYnI4viqEcr7n4+XXuechLszGHeMpTWNBIVynMrN0fLJKfeuxm1suW7/v8/J5fdyWr88M10RcaFr99AHOSwl58BgVrO2arkDOvUdNZv+wEhXitx4do74uTU71fnQdatGTL7qYxTVIIG18+w7lxe937m8xgTLzviJxhSLiwEXO+/hpff/0Nvvs9WHzeSqD9zD/x55+T0cxKjCJ+b/Xdftx9+hgRD57iyYNwhIffwZm5jVHMYxA2hd7C2XmBEDNT8Zn2wvCt1xB2/BvUFwOEEr2x+upVbJg+AeuvPMCD23/gI7uqGLjiCO5EReNhRASexDzCqWU9UEZ8SjOheYxNYrqCHqmhjjyIXzecRxpPb1ycLkLuUFQbhNEtHSCob+BAUFh6lTPEo4XuP4K7ajlcOo3CJ55i8ZEdqmSo+F9FMZgqpZDsEY+/rP9n2BKhgeDSDgtWT0QN8dXp1ShQbdBotHQQxEMcQFDY8xQiLRT7j9yFWu6CTqM+gTaJatxY1h+fbYmARnBBuwWrMTF3P5SFZJxeuxkX0gQUbzIKwwIkD76AYN8WPVvbgV1bjoWbn75Zc5OiGgaNbgkHQUz7gSBkPsX9OHJXDblLJ4z6xBNyGEFpJINN63nYsXw46rrwix6NXUt+wwXJEa9AsEfbnq1hx65h+cLNeMoTbKSEkcwGreftwPLhdaE95C4s+e0CVKpT+HnxPvFqvISEICxaekb35U3J3bXOhOCKjzoHQC6m36R6PwyqI0qeLKhvLEP/z7YgQiPApd0CrJ5YA5nvBBVO/bwY+15+cghatBRnsqlmz87vRkojyGxaY96O5Rhe1wXay7gEv2XnmJyu+Wvf89kg8GZJEQ3L4Z7UICkxRSoNFMVMtXnUCwiwb9sTre0Yri1fiM3SDfM2CHD9qDMCtI5Dv0F1kNlzb3l/E+8NEhSvRAZjl2po0bo1WrduhcaVHcSgYnAqXRYe5dzhIN7rJg0nY9HnNfBgfmOUrdQLWxKd4Cy7id2Hb0Nt7gw391IoW9JOLAj44SzgXNoNpcq4wk582mXFHFCqdDm0/XI66jzagKV/HMK94nXR3DsKW2YNxMcfDcJP54zh02cWRtXLKZOVw97BFrKEY1i/MVQXlhsEOPr7oSwXK5oHCL+bOedUP3yIx2JuI1NWhp+vuS40AzIr1OjQFB7yFNxcvRDrRbGQE5o7f2BAn4W4lCyDpf9ErJrfFk4vyxD1CI7w9ysrZrE8ieHInEQ1Hj58LGaIMigr+yE9iZo7+GNAHyy8lAyZpT8mrpqPtq/8oRdJu3kNt1PEC6BwQ83a7lofpiODkVVZtJo4BA3FV0poYvA46s0aeAVHf/hpnYAH4XfT288l1A/xUOsEVPbzhbnqGFatOosE8dpX6T0f+y5fwN+zOsLt3iVce8XPy4ysULbVRAzRJhgxj6Ok31IdW4VVZxNEd1ZB7/n7cPnC35jV0Q33Ll3LnJZ8JOdr/SKKKr3w4cUhmL4rFhpFaXQb0gH2L+RoGtz5YwD6LLyEZJkl/Ceuwvy2Tq88ds68zO8qHFu1CmcTZLCq0hvz913Ghb9noaPbPVzKxjE5XvM3ued1yJWWcK32Mb6e0AoWkcexbPiXWBel25gFwaEBerX1hCL5OlYtXI/wrI+vzAhWZVth4pCG0J7qY7zhLf4cRRX0+vAihkzfhViNAqW7DUGHjI57i/ubeL+QoHgl4htTi1nY9Pff+Fu0f2YE6sKfY+buBkfZE5zccwQ3L+9FyA3xbUJ9Ff9tu5HDm0FGRGVxZzn6NO+BwcMX4kjoArSr3hoj567HgWP7sDHohpTBuHxgpIufDab+6NTSAWf+NwYLr2R4m3klMhQz0XU0Y6lQpWRJsUqFVP5XJoexSeYqEsGxJvpOnoQuyn8wrpMf/AZswoNXnjBD1J4v0H3SfkQxJcr2/QUrPi0tvpPkgCjgTHQdxFiqCi8mUUqhmERjZEwii9qDL7pPwv4oBmXZvvhlxaconeMPZYM6GUkq/v4m+tncXHud9Ah2+LDTAPRtUjbLG9brIytmkt6hLlWVkuW+UUF7ijLIjU3EQiYFJ2a2Q6eZO3ArUUyGZTm0/nIdQvbMQF1raYeXIMDuw04Y0LcJymZNcMoJzGzXCTN33EKiGM+yXGt8uS4Ee2bURY6HfA2Y9jK+nJyu9QtYIbCbI4JXHcSapeJ9pxbPrdUg9C6TjVRgUdjzRXdM2h8FpiyLvr+swKevfSNkIAe/p5yYiXadZmKH1jEo11oszEP2YEZ2jsnpmr/hPc997OTfFb0/aoHqzmm4e+US7sYzSZhkRHBthKkbziIibAeGOgdhtF919N94/4X8SrD7EJ0G9EWTF26YN8cqsBscg1fh4Jql2PRALf5GKwzqXSaDyHvT+5t435CgeCUaRO39Gn179UIv0Xp+u0cX/pyYw3txPKkEOn/1E76Zuwyj6igQeWQ/zmmf+VyhvnEGp2J0X8yrYfAfJxDxLAb3b4dizzgfGMlkkImWPcaoMnImml0chW4zj2l77Oca8W3n1l3E85xEMIelVeZbQiZm7FIVsToSt8PipTA9mkchWDFjLEZ8NgXzN51DVNbc6KWk4PwPPTF4zW2kyuzR7OvpaGeTQ/EhvqHfuhsvZXaCuSUyJ1EGc3NtJbY68jayJBEp539Az8FrcDtVBvtmX2N6O5tXFFRZMLGEZTFxD1FsRdy9lznD1TzBsV/H4aNeC3D+jd+cBFg4l4D5o1tixi+dIcwtrTI/mDJzaE9RjcjbYYgXxWUJ+0fYObUFvCu3wvhVp/FULYON3xhM7+Mu7ZI9Gjw59ivGfdQLC7IkWHAsAftHOzG1hTcqtxqPVaefQi2zgd+Y6ejjnvv3+ZdqBoUcGlGc5qgpcrrWWRBKfYxe5eKQVrMtGpvcwtmnGlGU1cSAgTWzr7ZPOY8feg7GmtupkNk3w9fT2yGnWy5HXup3AY4l7PFo51S08K6MVuNX4fRTNWQ2fhgzvY8uznNyvOYlI9/wntcg4uBSzBrXE407LUNy7T6YsX4X5rXgbbPP0YTvxewpf+CK+FwINnXRo3NFqQYiK5onx/DruI/QawFvTn1DBAs4l9D9vlAKH/cqh7i0mmjb2AS3zj6FRhRPNQcMRE294974/ibeNyQoXglDUpj4FrRyJVauXIUNIfd14XrENyPvD1HG+AEu3TJF+bKpODinJwIHr8NjnhtoNOIjLoPCzALm/GoXs4Od9OFlCHDp/Q3+18MbD5a0Qllbc3h9cURbS/ASzGt+ia/9t6FX7xW4kSa+odSuq9uSO+L3bsSOSDGxQmlUqMDbK59j4ukJNzlD2q0t+CuYD7vLIzQRWDe0F74/nSDqIVG05PjCGI+9G3dAm8QKyJxEE3h6ukHO0nBry194MYliBrtuKHp9fxoJYlFjnvMPvYDSuyrKG8nAnh3Elp2R2RZyqjMbsP50orhNgGvXXgjMLmd+GYIzOvdrA7vEvdi4gx9fQOkKFaS293RMPOHpJgdLu4UtfwUjRemHgYNqSW/HCTe349ueAQgYtg2RzAglXEto98kJ1RlsWH8aifx6unZFLzHBSr+BGFRLOiJubv8WPQMCMGxbJJhRCbiWyK2gYEiIT9J+VBhlOge5jRU00VHZXj89ubnWWpT4sHslnJu/HlfCwhB27R98t+AA4pkCZboPQRtbXbQsaCLWYWiv76G95cxyrhXLBS/6XQm/gYOgvYw3sf3bnggIGIZtkQxGJVy1O2Ug52ue/Bb3vJbEs4dx8imDTFECNWqW1oU+J/XyAgyZug/RrBh8Ri/BpIDMvUueo8KZDetxWnvDoGuvwGzFx8sQnDujXxs76bPyw+6odG4+1l8R/RZ2Df98twAHeA1Kme4Yonfc297fxHuDBMVbIxbgFTxRXG4Be+s0PH34GMmmZVGrlid402ba/TuISBYzlNrDMH/qVCz+51d8UiqnDFqGYmJmJ1VRyozh6NMVn3Wp9NI2X8GhNf63YjgqurbFvF1HcOTYBRyfVkPcokS1cXtw9+FF/NLRWRv5ZURtxuTxmxCucUJgl0Ck58diYdehW1NYqULx66ivcFBX9SHoa0oE2Uve9nltiv7j8xhyhRLyjCcSewhTuo/RipkMPK+JeX78qM2TMX5TODROgegS+LzEEJw7oFtTK6hCf8Worw5qa2fkCigz/xAOTemOMVKBnQNZa4AEJ7Qb3AnueICdk8Zi+R3d3mI8bUwBAv+ZtIs4dioO8pKdMaNHuezbmPXHFsR9tJ8krOuOwcAKsXikjsLmyeOxKVwDp8AueH6KApw7dENTKxVCfx2FryQnyOHefaK4n/6VLgU3/t6Fi6pHOHLgoi4sI8/9IWgTjIvHTiFOXhKdZ/RAOZ5guTu6TxyI54e8gb93XYTq0REcuJixJ9xzn8hkWbMPNe4FH0VYKhMvnStc06sKxDf3WiURE3Lj+Vvua1/rDLvYtMCAshexfP9ZnDt3TrKDP/2KXdFi0e7QBoN7euieFzkUSnmmZyf20BR0H6MtqLMj/TfEDy9kjulpebnf5e7dMXFghfRakpQbf2OXeP0eHTmgC8nAK675a93zGXysT6XSszoq24oCLfUWDuy7pt2SHonHSsPVRUMwafdTsGJV8PmSKait64+RHk+8X7Wnegyn4uQo2XkGepTT9rvJyvNdMt3hqDtGPMfYR+JnG7QYUBYXl+/HWZ3fzh38Cb/uioZGcECbwT3hITnrde9vwpDgtZBk2ZhJ+z/Y41QVu/ZDPSa+IDzfJpRiw/fEszQ+HMsGzKzWd+yiSs1ibp1lp8+HsvvxaqZRR7JNvUowAdaswdcnWYxaIw1de3piMft2/W2W8uBX1soETCg1nO2JT2Oxm3sxG93x5W7d2aobidK8Epq0KHZq83/smuoZ2/AxH9ueIR3ycuzTfx8ytRjvOWnszpLG4nYz1vrXCJamSWBHvqiQeb9szZR5df6O7bh8ie34+hPWpnl7Nmh+EAs9t4lNa15SNwxMYA7eLdhnG25LcwioH+9m09pXYy7KDMdRlmA+bSawf+9LMVjUvq9YJz8v5l67F/vx+D0WPK8Xq1NaP95de0zH1kvYnvl8SKGSlfBpwyb8e197/Kh97KtOfqwUH4vO45p6sc7f7WCXL+1gX3/ShjVvP4jNDwpl5zZNY81LaocUmrnXZr1+PM7uBc9jveqU1s7loDPBsTVbsmc+a/zCsFEz5ubfmX13OFa65mkP9rFF06azuSt3sn3//MRGN3NLH1evLOHD2kz4l0mnp4ln59fOYl9+OZl9tWgjO/lQxZJ2fMrsMx3bmLlUa8em7X4s+UkTd5b9OetLNmHCJDbzx03sQrSK3Zj//P4y9RLTseMyu7Tja/ZJm+as/aD5LCj0HNs0rTkrqR9uatKO/Ryyi/21ejn79vNurE3rHmzSmn3sn6kNmH36MDudZfKHhsWfX8tmffklm/zVIrbx5EOmStrBPrUX7/V2P7OQXX+x1cu/ZZ93a8Na95jE1uz7h01tYK8dlij9bknm23462/uEn4maPdo5mbXzddXNmaAzwYYFjN3Crsc9Y+dXjmZdmrdgnfp+xsb08GVWUpw3vNbqKLbvq07M36cuG7L2Gku89icb1sSLWfHzFaxYuQYj2Po7PKJ4zHv/sLGNfFntXj+y4/eC2bxedVhpaQ4HnQmOrPWSPWx+4wxDtGHCSvq2Z9P3PpH8pH60k01u58tcdfMe5M7vJqzdzyFs11+r2fJvP2fd2rRmPSatEc9rKmuQYW4NveXqmufinofCmfm0ncS2P5AuFIs6upzN+voX9t+lO+zKwdVsapvS4jUV78Pq4vnt0d6HaeGb2djWVaQhw3KPT9m2x2KoJpldXTmIBdZvm/4MauLPs7Xi/frl5K/Yoo0n2UNVEtvxqX2m84CxC6vWbhrbzY8hejXu7J/iPTaBTZg0k/246QKLVt1g8+uXYDWGrGXXEq+xP4c1YV5W/HoIzKpcAzZi/R3pt0THsX/G1mJOxV7j/iYzNMs2kCy3JriwwbvimTpONweDGGb10V8sSp3Gwn5soMscFczO04/V9i3NrHP7QBg7ME/fAObrYZ1hXggyMjIyMjLDNF5JxT8Qb4rghL6br2BZyyQc/mUJtt5QoHLXoejh/RRLWtfA8N3veV5ugiAIgngHkKDIAwTHAPT7/FO0/LAUbIz4Wg2nsGPFj1h+6P6b94wmCIIgiAIECYoCjln1Hvi8lQdij/6GJTvvkIApUpiiWo9RaO0Rg5AVS7Dr7uvMP0IQBJG3vNCRmShI2KL12P9hWN00nDpKYqLIYdMKY78fhrqpp3CMxARBEO8ZEhQFGZMKcH0wE63afoVg/aRYRJHBpGJJPJjVGm1nh4DcTxDE+4aaPPIdAQ7ezdC4Vjk4FOOL9TAwtQrxT8Jx8UgQjt9JgMbYFb6BDVHD3RZKySMMGk0aUhKicP/qUewLCUNctuPmBTg1bAbXoztw4mXTYwoWKNfkY3zUyBNm8Y8QGfMY1w7swCm7KigZvBu3q/dAV1+7lypLzZPj2BiUiKoNa6JMcT5FN0Nq9C2c2LcHx8S0S+T4G7twLNPCS69Is6kHWvTvhQCbVCQnPUDwhp1IcLTGqZBLmWpgzN1rommD6ihppdBeU40aKvF6RYSewMHga4jWvbArS/igaSN92rOixp29y7Dp/EsvHizKNcHHHzWCp1k8HkXG4PG1A9hxyg5VSgZj9x0vtGxaCx52SikNyZHXcPLQfpy4Zwmf1oEIcLeGOvI8Dp+Lh0d1X7jb8njcvRpo0lKQEHUfV4/uQ0hYnDQ/hrGrLwIb1nhlPPGk4NO0EWqWKS5N181So3HrxD5sPXaHbxXJKd0hOJfSGE1recCO32wsGZHXTuLQ/hO4Z+mD1oEBcLdWI/L8Puy5Zg6/hv7p55cadQtnjuxHyI3Y5/N5CE6o2rIpannYSfcuS47EtZOHsP/EPVj6tEZggDus1ZE4f/g0ot1rIEAXT/P4KP78M0Q7+ZsOecmG6NO+CiwF8f5PeIhLR/Ziz6XHuq0ZEWBbpR16damND9SxSDA2A7tzEOtWb8fl2BcfFMGiHJp8/BEaeZoh/lEkYh5fw4Edp2BXpSRCzqWgcS58uG/PNZj7NYS//jxTo3DrzBHsD7kB6ScFR9Tu0RW+di99kvDk+FqsPMLnYxCj21ZBu15dUPsDNWITjGHG7uDgutXYfjnDtU3HHO41m6JB9ZKwUvAfF6+PmIckREUg9MRBBF+LFu9kLW98v7/suTv2FJVy49992xEUKsraXD6/ROFFGu5Blp8mZx5jD2uXRT4xjdVwr8VGbr7H0lQRbPcXftq5EpQB7Pur0oLOLGikO7Ny9GLNJuxg99NU7P7uL5hfxnH0elNUZdNPPmCbemW3ZDaY3LUNm3PoIUsI28hG1HTQDj81Kc3afHOARSb8zfpYKFmN2cHs0Jy2rIKDDfOZdlKbxpCJrJKVHfNq9wMLCf6K+SrAFJWnsVN8Y9pNtrDh86WYX/0bz9MjWU5pVnixwdtusKAvvJmZ+F2w82cjN91kEb+3zTzXgc5Mm//CwvkA9pQg9rmnM/OsP4StvBzPYkM3sXF1no/lT0+76hyb7W/FzCzsWCnfrmzOwXts1+Dsrx3krqzNnEPsYUIY2ziiJnOQlrI2YaXbfMMORCawv/tYSPGUteeyUO428dgzq2VYXltRiU3es4H10Q0lVgZ8z7TuDWIj3a2Yo1czNmHHffEeuP/8HniNeFBUZtO0DmE3FzZ8vox+rtKtZLXnhkrLh6vOzWTVMiynrqg0me3Z0Cd9qXql72x2gf9MaiibWyfjvA0ZTFmbzdVeBHZuZrUMS1crWKXJe9iGPrprrKjGZp7jBxOlUlIw+yLjktximvxmn2JxKXx2CvEZGO6SvV8Ee1Z/yl52P+U++3d4Ze31sKjCRmx7wJLubmdja1pniC9nrm3msEMPE1jYxhGspoP290xKt2HfHIhkCX/3YRbi99z6EEpfNlt7MVjo3Drp82Vot9Vgs4MPsTltKzAHGx827aR0w7GQiZWYlZ0Xa/dDCAv+yleMKzD7+lPY3vsp7P6/w1ll6bm2YFVGbGMPku6y7WNrMuuMx003U9b8l3BpvoaUoM+Zp7Mnqz9kJbscH8tCN41jdTLMc/Ha9/urnrtc+/f1nl+yQmnZBpLlsdn0386S+SN5bCIrL2byyrrz2Q3xGdXE6+avkFdgk07wXCCF7RnqrH1AlXXYD9ekSGz7AKcXMgKLlsvY3TQNSwoZLx0z4zaY1mDTjscxTdottrS5VeZtggv7ZP1vrJcoKKoNHMIaSJP3yFmFSSe0giL4C1ZGOp4Zazj0U+YjFjhCyc/Y/hS+8SybUVWX6ebqNzKEiZZTmpU157Arqii2pY/u/LnZtGHz5nR8XmBmMGXAHF3hu4cNddZmqCY1ZrNzKg1TP97OBnloC5AX0i5YMztbBZN7jWLT+2UnKExZjWnHWZwmjd1a2lw3IZPeBObyyXr2Wy+toHieeYsFZJmMBaQV6714XvokWvIKk5jWvc/TqqzzA9O6dzsb4KQNy208CCXZZ9qTYmdnVNVl8rlNt4JVnnYqi691ZtWbLZ7HJxnTfpd7jmchUsSTbKp3hsI2o6WLGxUL/qJMpnlTrHovZvP0E0jJS7ORP+9jR6P4BEip7Mp3NZ9PGGfWhH23fBX7m88cpUlgm7o/F63PTc5K9d3CHqk1LDl4PPPKkG6F91R2UvR7Wvgq1lknAExrTGPH48SwW0tZc6uMxxHvCZdP2PrfekmCIrc+hNyTjddeDHZyqneGglU0ZTU2cEgDbcGZ/ixnuB5mDdnQT32YvFRftuWRmmmSg9n4jIJK4c2miiJEkxbOVnXO7p5UsoA5VyURmLJnKHOWBJ+J+EJwjqk0avZ4+yDmobser3u/v/K5y6V/X/f5JSt8JvqdeC+okiFNaKwoBtNM8/RnQJOERL6cMxQoZipm8RkRXPFR5wDINWK2Ur0fBtURs7J0BLj2mIbPqptDE74da4OyzIXB19FYsBLXU1U49fNi7MvUJJGRBAQtWooz2dZV5vY3dN85OaZZxEgJI5kNWs/bgeXD68KFX5foXVjy2wXttcoFyafXYvOFNAjFm2DUsIBsF4oS7NuiZ2s7sGvLsXDz0xeqmAXXHpj2WXWYa8KxfW0QMp8ZXxtkAVZmOrE3Q5OUCK17xXsgu4TqyG28d5Xut4FF78TiP8OQJt7TZT/uhybm2nCbwOaQ7/r7pVNiSyiqYdDolnAQ1LhxIAhhGfqhpoXux5G7ashdOmHUJ56Qi/daj2mfobq5BuHb1+LF23MdFqy8nuMaOa+F6hR+XrwPL3+UgrBo6QVUGzQaLR0EqG8cQFDmE8D+I3ehlrug06hP4CmW2q8mGafXbsaFNAHFm4zCsIDsb45X3e958dxJ5NVxiAILCYr3gcwKNTo0hYc8BTdXL8T6iOxyUQEODXqhracCyddXYeH68EwZgaJKL3x4cQim74qFRlEa3YZ0gH26N63RqFVdWMoA9c3LuJJNrhl/aC9CXpr75YbX/42c0yzmycdWYdXZBPHyVEHv+ftw+cLfmNXRDfcuXct9+2vaTVy7nSLKZQXcatZG5oUyZTCyKotWE4egofjKBE0MHmez8IZ1o1aoqz0xXM7+xLD37S6e6F4HNOjVFp6KZFxfJd4D4S8pSXMbT+SdpPttYSk4tvgXHEsSX+RLdEC/Do4QhBJoV+sZNu+Mk15zXobg6A+/sgrxkwYPwu9mvifUD/Hwsbi3TInKfr4wt26EVnUtRY+rcfPylWyEQzwO7Q15uQDIDwRH+PuVldbp0TwIx93MJ4CHDx+L5y+DsrIffHVC61Wk3byG21xtKtxQs7Z7pnVLcnu/58lzJ5JXxyEKLiQo3jGCY030nTwJXZT/YFwnP/gN2IQHmcoI8c2/0VRsOBuBsB1D4Rw0Gn7V+2Pj/YyRrBDYzRHBqw5izVJxf7UAu1aD0LuMLjuRF4eTva5jX1oa0l5eBr05r/0br0gzJ+UEZrbrhJk7biFRvA6W5Vrjy3Uh2DOjrihfcosayUm6ZbLNzGHOE6hHsMOHnQagb5Oy0kqG2SNHcSd7XedY8bze5uKxbIpH8c250dQNOBsRhh1DnRE02g/V+29EJvdychsvnbxLd3bJfnPYCyIh7doKLP73CTSCNZp90g1lynWA192/XilwZcVMpE6o/JipqpQsb9oqqCTVIIPc2ATK4k6w114M8VqkvfhWnlvy8mLIisFEewJgqSqkZEmUSnsCkMmNYcJVR25QJyNJpU2jmbm59Dymk6v7XeStnrsM/s2T55coyJCgeMdoHoVgxYyxGPHZFMzfdA5RL+R0GoTvnY0pf4hvVTIBNnV7oHNF/nrxHKHUx+hVLg5pNduiscktnH2qEfOqmhgwsKa2il/9GBEPkqUHXbC1h32uqk9fk9f8jVemmcdxLAH7RzsxtYU3Krcaj1Wnn0Its4HfmOnok7mqIQdMYGlZTMxYxUIn4i7uZby+mic49us4fNRrAc6/9JVJjccRD5CsPTHYv+rE0nPTrCgg14iFXNbtmnDsnT0Ff1xJhUywQd0enZHFvVpyGy+d10v3y5Mth0alE2SvQLBwRgkrnoW8PLZCrhELyizb2WNs+nE1bqTJUCygP2aPLYFL60LFM8gZ9cNbuBvPHSrA3NIqc+YlE8WjtPq2GpG3w/DscQQeaC8GbO3ts7y5Z+HlFyN7H2aHYAHnEla6Ly9B/RC37sZL4kYwt4R06dKRwVx7AlBH3kZYvPTx1ZhYwrKYKCNYKiLu3sssnHJ1v4tpeeVzlzv/5s3zSxRkSFAYJKm4vGAIpu6LBivmg9FLJiFAm9eIKPFh90o4N389roSFIezaP/huwQHEMwXKdB+CNtIqx7HYvXUvosXcRVHWBz6W0o55zOv8Rm7SLMbyG4hBtfi7VAJubv8WPQMCMGxbJJhRCbiWyGWGpPRG1fJGkLFnOLhlZ7Zt8qozG7D+dKKY+Qpw7doLgVkK6tjdW7FXe2LwecXFYwnxSJI+KXgT8nPkNrDSRGcjGEVSL2PBkKnYF81QzGc0lkwKQLp7M5LbeDpyn26GhHhtqqEwEr3zHLmNFTTRUbl4oxfg3Lkf2tjxwiwBzw+X6WiwsdIgOpuLkBy8BL+EJAJGnvCXHcXWl1e9PCd+LzZKS9ALKF2hQqZ0w8QTnm5ysLRb2PJXMFJid2Pr3mgxrgJlfXyQ49V4Ex9mQXDujH5t7HTfXkY89m7ULp0ulK6ACplPAJ6ebpCzNNza8heCU3TBr0DpXRXljUT5/OwgtuzMfnn+V93vr3zucunfPHl+iQINCYp3hCDTVUYKsszVknrE7fooMv4h7SoWDZmE3U/FwqTK51gypTakZlWbFhhQ9iKW7z+Lc+fOSXbwp1+xSyxIBIc2GNzTQ3zMNXi4ZiKm7hYzGMtG+KRXOTGrzIDCHZ3G9IF3lmpV/e/zDy/cGDx9zz+KvMZv5CrNInJ3dJ84EBX0VRYpN/D3rotQPTqCAxez69aV9VoKcGo3GJ3cgQc7J2Hs8jvaDDY97QIE/kNpF3HsVBzkJTtjRo9yyNqsrHm4BhOn7hYzfks0+qQXymU+Mbh3GoM+uounvheMo2GpYIITXF31CRd/ybEWSsaEiG/h2u/cp9o0aP2cdnURhkzajaesGKp8vgRTamsbzXMbT79d+1H7IffpVuNe8FGEpTIITq54nmwBjrVKIibkRoY2b316xGuX8aawrosxAysg9pGaXwQEHw1DKhOvv6vr846wgiNqlYxBiP4iiKSfn/oaViz6B49Tr2H10p26DqT8nPhW0bQ/moUobJ48HpvCNXAK7IJAnRDlaXPu0A1NrVQI/XUUvjooChXNQ6yZOBW7xdLbstEn6JX5Yoi3ZyeM6eMt3bO59SFHf82FzBcDdceI922sdo4J6Tz0n2SZn6SozZMxflM4NE6B6PL8BERB0gHdmlpBFforRn11ENnOjJLucB1ietsN7gR3PMDOSWOx/I5OTuivcS7v91c+d7n172s/v0Rhg99u07QfifyBT2zVHD369UFgBWsISg2eXruM62EPEKev4zV2QfVWvdC/Z32UNpXBSBWJ61dv4trlQwiO8UW3luXh5itmbgnP4DxwJsb6GSHiyiWE3n6CFJkVyvnVRMMWzVDB2hglvUsj8dg+BN++hePiG/rNYp4I7D8QjWxTkKJ0gGdAC3Tu7IfEbb9h9339a5AJSvq2Qs/+vVDf3VRMoxpProXi1u37eCbmFXyynBY9+6F3o3KwEIyhibqOqzfvICLq/it/Y29qFQxetCRXaT5uWhtdqpeFd11flDIzhX0VMdPv7ogtnw3HsquJmSpezdz80brnJ+hWuySMZaYwNTNH6cafYFhrKxxf/Bn6jl6Da2IelintcnPYWJvAplwtBHYdiW9+GI+Gj9Zg6h+nsmTgajw+vgU7bxaDZ2B/DGxki5QUJRw8A9Cic2f4JW7Db7vvQ7p66gicOJ2E8vUD0aZBWaieJsOmfB20qJOG7WKBeVeMZOxSHa169UfP+qVhKjOCKpJfv2u4fCgYMb7d0LK8G3zFgvzpzWdwadbjlfEenbwG5tMJ/Xo3QjkLAcaaKOl+uRwRlet0qyNO4HRSedQPbIMGZVV4mmyD8nVaoE7adiz6564Ux9ilGlr2HoDePD1yC1hbF4NtOT/Ua/YRPvtuNnpYhmDxjztxR61GxInTSCpfH4FtGqCs6imSbcqjTos6SNu+CP/wi6B0gV+nIRg6tBEcxfO6ERaOB1cewKrEQ/y29AiircqhTsc+6PdRdTgpZFAk3ce10Du4+TizZ1j0OWzbcRXGPj0wqOMHSI5Twq3BMHw77kOELh6AHuO34b7uuVI/Pi6+td9EMc9A9B/YCLYpKVA6eCKgRWd09kvEtt92Q3oEcuFD/oxWa9kbA3rzZ1QOC2trFLMtB796zfDRZ99hdg9LhCz+ETsfucC3VU/071Uf7qYClOon4nncwu37z7QijUXj3LYduGrsgx6DOuKD5Dgo3Rpg2Lfj8GHoYgzoMR7b9CeQjhnc/Fuj5yfdULukMWSmpjAzL43GnwxDa6vjWPxZX4xec00aSfEm97vCSxQ3OT53ufBvro5DFHa4kCU/F3aUNijpURolrGWIvX0FoQ8Ssq0afSvy4DcEWwfYPYvEY40FSlaqABejJwi9cBNR7/XlRgmbkh4oXcIastjbuBL6AAnZnZjcCqUqloerBUP07Uu4EqFtK39/5C7dcqtSqFjeFRZiQXf70hVESH0U3hQ5rEpVRHlXC7HcvI1LVyLwVod7BSb2ZeBZ2h7GSY9w82oYnuZwnyhtSsKjdAlYy2Jx+0ooHmR/Md6tD03sUcazNOyNk/Do5lWE5XQC+Ujun7uc/WuYzy/xLiFBQRAEQRDEW0N9KAiCIAiCeGtIUBAE8U5I78coyCGnnIcgCh30WBMEkb8YV8Po/+4hMTkaN4L/wcY9WzGlWuZRFwRBFHxolAdBEPmK3K0h6pkewuZDkZBbWyH5yGJ8t+4a4qj3FkEUKqhTJmHQCA7eaNa4Fso5FONTeIAxNVTxTxB+8QiCjt9BgpErfAMbooa7rW7aaQaNJg0pCVG4f/Uo9oWEIS5rV33BFlXa9UKX2h9AHZsAYzOGOwfXYfX2y4jlceVOqBLYGAFl7WHCj5kFTWQIluxLQdNGNVGmuLH0EGVGjTt7l2HTee3gPFOPFujfKwA2qclIehCMDTsT4Gh9CiGX9BMCCLCt0g69utTGB+pYJBibgd05iHWrt+OylCDxJd/VF4ENa8DdVjfdOdNAk5aChKj7uHp0H0LC4qQRCXzYYN6lK3cITg3RzPUodpzIOBjRDB6NOiLQ2070C0PStR1YsS1UGo4q2HsjMLAOytkxPD67C5v3h2mHMb7KLy/BqlJnDO7XBGUU4Qj6dSHWnuUTWmkRbKvh434tUdo0Bbe3LcPqk1kWxzIvh+Z9O8F233dYffH5ectLN0P/NhVgqruITH0X+37diHMJ2u8EQWQPFxRkZAZrco+x7LC0evIJNq2GO6s1cjO7l6ZiEbu/YH7mYhxlAPteu445CxrpzqwcvVizCTvYfTHOfX0c3bEE+/psyt77LOX+v2x4ZXMpzKLKCLbtQRK7u30sq2mtiyv3ZBOkpapT2dW59Zi1mQWzdfFmzUetZ1eOTpfiPF/2+hyb7W/FzCzsWCnfrmzOwXts12DtMtEKr8Fs240g9oW3WDpCYHb+I9mmmxHs97Ym2t8R7Fn9KXvZ/ZT77N/hlZk5D7OowkZse8CS7m5nY2taa+OJpgz4XrdcexAb6W7FHL2asQk77rM01X22+ws/7b6i5Um6cm0KVnX6SfZgUy/mKC2pncHkLqzrn+EsTUyKJvECm9fYVvptvk1wHco2ru2Tvk+u/ZLFTP2ns6NP41lCipppxN9Rxx5m46sotdvN67DZp6NZyAQvZlJlOjsdc4Z9W0+77LzcqQb7eMpqdiqSLxl+ly3RL7EumZLV+l+otFS4Fg1LOTaRVciy3D4ZGdkLlm0gGZnhmE1/tj1ZzNdVx9jE8nJRQNRl82+I2b0mnm3r7ygWXBXYpBO8BE1he4Y6awstZR32wzVtnO0DnLRh8lKs75ZHTK1JZsHjvZg8/TcUzHvqSabSpLHwVZ21hZzgwAbtShGPmcqufOfPlGI8wcqW2ShtWefxI6T9hJKfsf08iuosm1FVIe5jzexsFUzuNYpN78cLbiWrOecKU0VtYX2chfTzsWkzj83paCp+lrNSfbewR2oNSw4ez7wyFFgK76nspErD0sJXsc6O2n3lFSYx7WnuYUN1x1PW+YFpT3M7G+CkDXv7dD1PxyvNoiVbdjeNaZJC2Hjum0zb5cxz7Fp2+nIs48V92r2NrLe7Lo5JazZjeiNmzD+/jl/St4kmirEOEyawho5yJndowL47mSD+Siq7/K2fuF1gzv3/ZbHqaPZnR1EkmX3MNsSp2bMdA1kJfhxjE2asrMZmnRMvaFZBYdKQzVm/mA3t25f1law3a+9rny6GyMjIsjfxGSGIgoYKydJkOQoUM820IMJzNElI5Ms6S3HEYot/qjYIo1s6QFDfwIGgMDyfjzANofuP4K5aDpdOo/CJJ+9alBUBxdt0R0vrGGz/ZbUuLDOCfVv0bG0Hdm05Fm7WVq0bKY0gs2mNeTuWY3hdF2n9iehdS/DbBfEEFNUwaHRLOAhq3DgQhLAMEySmhe7Hkbtq8SW/E0Z94qmdmjwbNEmJ0J5mMehO8wVeO10cwR61Bs7ErEG1My0xnxkBrh91RoBcPKJJdfQbVOfFVS3Fa72s/2fYEqGB4NIOC1ZPRI0sC5K8sV80j7Hp668R9EgNdeRB/LrhvLgHQ0JcnLjRFHUa14K5eK+k8FNiaUhNk8HcvyHq8LUsUpKRoo5GzDN+oMyYNfwYbar7om2r2vCyfIpjm1di84nHmZtKCIJ4ARIURAFDBqsaHdDUQ46Um6uxcH2ELjwjAhwa9EJbTwWSr68S44SLhYEAR38/lOWDCzQPEH43cz8B9cOHeCwWzDJlZfj56tfL0CJTmMKpajfM/ryJtDhXwtOn2g3pyGBkVRatJg5BQ15YaWLwWFowQYVjq1bhbIKY5iq9MX/fZVz4exY6ut3DpWtpEBz94adNEB6E382wfoaI+iEeahOEyn6+2nVcsiI4oEGvtvBUJOP6qoVYH561yHuzdHEE1x6YvWASJi6YjZ4lX5JNKKqg14cXMWT6LsRqFCjdbQg6ZKM+NHf+wIA+C3EpWQZL/4lYNb8tnNK1wZv7JTNy2DvYQpZwDOs3hopfS6JsaTPx6KLYkBQKV13iccxKobTLy+QZxwrNPm6NMm7V0aTDJxg3bwtOn9uCkdVyWpaNIAgOCQqi4CA4ombfyZjURYl/xnWCn98AbHqQsRAV35gbTcWGsxEI2zEUzkGj4Ve9PzZKK1nKUMxE11GRpUKVkqXwVamQyv/K5DA2yTikUSx0K7fHp0P6oJF7dh0dRQQ7fNhpAPo2KfvCG3rKiZlo12kmdtxKFONZolzrL7EuZA9m1LWGrJgJjLUJQqoqJcsbsAoqbYIgNzaRFrFKR3BFo6kbcDYiDDuGOiNotB+q99+IFxbsfMN0cTTh6/DNtMVYPO3rbISKFqvAbnAMXoWDa5aKflCLP9cKg3qXyaY2hSFqzxfoPmk/opgSZfv+ghWfloaRtO1N/ZIFU390aumAM/8bg4VXRAUhM4Z4WPGYopDglo4SJtn1tE0nDSfmdECjFh9h8IwVOHRPBWXJVvj25zGomsPPEwQhZiW6vwRh+GgeIWTFDIwd8RmmzN+Ecy+sK61B+N7ZmPLHFaTKBNjU7YHOFfVrNavx8NZd7doDgjksrTLf+jJzc+3S4OpI3A6Ll8K0MMScXo0Znwai3ZxT2sItK5onOPbrOHzUawHOZ3rBFt++S9jj0c6paOFdGa3Gr8Lpp2rIbPwwZnof8e37Fu5qEwRzS6vMD6PMHObaBCHydhgypkgs7bF39hT8cSUVMsEGdXt0RvppZuQN0yWhicCOr4di6OwdCM/QFJOOUAof9yqHuLSaaNvYBLfOPoVGVgw1BwxEzWybXlJw/oeeGLzmtugbezT7ejra2fCC/U39khFjVBk5E80ujkK3mce0I0b4suMxGYUEX8lU/MNi8DTH9cgTEH4+GPt3rMNPUz9B/arN8PXROBh5N0QDF8ouCSIn6AkhChmpuLxgCKbuiwYr5oPRSyYhQFdbHb93I3ZEioWJUBoVKmTue2Hi6Qk3OUParS34K1i7emJm0nBpyyacTHx5YaQ6swHrTydKzSuuXXsh0FQJv4GDUItXDyTcxPZveyIgYBi2RTIYlXDlCcLGHZFS/NIVKkj9GNIx8YSnmxws7Ra2/BUsDbfMROplLBgyFfuiGYr5jMaSSQHagjcbXjtduUD5YXdUOjcf66+EISzsGv75bgEOxDMoynTHkDbPl+XOhChS1g3the9PJ4gaQBQK2iqKt/QLYF7zS3ztvw29eq/AjTQBTrXrir/1AGcvREAtU0BuxJWEIAkK9b2LOM9/K5donh7AzIkrcSdV1xeDIIiXQoKCMAhkYm7/UhNEk2JpC4Vs42gjSJ+hDsWiIZOw+6lY2Fb5HEum1IY5jxO9GZPHb0K4xgmBXQJhq99XcEaHbk1hpQrFr6O+wsEkMUz/Rqs/pmjqK6dwPkG3jy5MG0Xgs0lDpr6E46fjIS/ZGTN6lAPvriB3746JAyvAWLeP6sbf2HVRhUdHDojfo7F58nhsCtfAKbALAm31xxbg3KEbmlqpEPrrKHx1MEkXrv89/pmf5iIMmbQbT1kxVPl8CabUNpfi8I1vly4xzKI+Zh+7j/vHvkYDC22c52aDFgPK4uLy/Th3/jzOczv0E37dFQ2N4IA2g3vCQ87jib+jUELO06Df99lhTOk+RisgODzsdfyi36YzwaE1/rdiOCq6tsW8XUdw5NgFHJ9WQ9ymQvCaTbiuNoO1lRFkRiYwUaTh+ua/EKLS7Q8jKKRmDEFMpy6Ngg0aTlqDdf/rjgqm2nipEfdw48BW7BQFl/53ycjepRUUeEoz1gsSxDvHU3wL7d+/P5TKzG+nEsXsUMrTDw1ql4GlLAl3j+9F8MXbiNQvPy03g0OpSqjVqAZcizHE3QzG/mNXcOtJMqwqtUaXBm4wUUcj9MAu/HcpUtxBAZsyfqjj7waEncGFiGSYlaoCnw9UuCYWpsfvxIPJTFG8lCf8GtSCh1iYptw/jaAjF3D7wbP0Jg/BzB6lyvujob87zGSpeHL9DK49UcPIXAwv4w7byANY8fcVODfsAG/lMyTEPcLd+7GQFfdERacoHN9zHPeStMdS2JSBXx1/uCEMZ8S36mSzUqji8wFU147gwPE7EF/8xdN0QKlKtdCohiuKsTjcDN6PY1du4UmyFSq17oIGbiZQR4fi4IFLSHD48O3TZeqFlj2aoLTsFvau/BeX0+esKgZH73poVscBjw7vw/Gr4YgW39yV1h+gfM0mqFPWAoImHreC/8OxB+YoXzcADg+CceTsTdx/9rzBqJh7AwS63sDfB8N1ozpy4RcpXgZk1qjUqhMauJvqBBRHg7gLW7FiX7j4WQln35aob38HJx85o3rJxziw/Tju84qOYrZw+YD7uDo+MNbg6eV9OHD6Ju5FC/Bo1BnNKlhCdf8cQs5EQG1tjbSbZ3Ejp9m1CCIf2bRpEw4cOKD7ZriQoCDeG1x5d+zYEeXKlZPechXa18V3hBEsnVzgKL69qmIeIuJRXOZRFnmCDOZWFkiMfQZmUhwlXe2giIvAnYfx2f6WkaUTXBytYKSKwcOIR4jL+wTpyF26jO1KwhGi4HiafVPD26GApZUScbGJWTKgvPaLDCbFS8HVPB7hd54gOVe5nQIWJUrBRRSTCU/uIeJpsihTCOL9sWPHDqSk5MdzmLeQoCDeC6ampvj8888RFRWFM2fOwMTEBBYWFrqtBEEQhJ7//vuvQAgK6kNBvHM8PDwwdepUXL58GSdPnoRaO1EAQRAEUYAhQUG8M3gTR7t27dCjRw9s27YN9+7d020hCIIgCjokKIh3Am/iGDduHFxcXLBz504kJel6JBIEQRCFAhIURL5TunRpTJkyBTdv3sTx48eh0VAXN4IgiMIGCQoiX2nevDn69OkjdSq6c+eOLpQgCIIobJCgIPIFY2NjjBkzRuqAuX37dsRJK0ASBEEQhRUSFESew/tJzJgxQ6qROHbsGI3iIAiCKAKQoCDylCZNmmDAgAHYvXs3bt++rQslCIIgCjskKIg8gTdxfPbZZ/Dy8sKuXbsQGxur20IQBEEUBUhQEG+Ns7OzNFHVw4cPpSaOtLR8mzOaIAiCMFBIUBBvRf369TFkyBAEBQVJw0IZo5ncCYIgiiIkKIg3wsjICCNHjsSHH34oLVxDTRwEQRBFGxIUxGvDmzj4KI6nT5/i0KFDSE19viw1QRAEUTQhQUG8FgEBARgxYgT279+P0NBQXShBEARR1CFBQeQKhUKBgQMHSoLin3/+kZYdJwiCIAg9JCiIV2JnZ4dp06YhMTERBw4coCYOgiAI4gVIUBA54uvri1GjRuHIkSO4evWqLpQgCIIgMkOCgsgWuVyOfv36oV69etIojidPnui2EARBEMSLkKAgXsDGxkaaqIqvwXHw4EGkpKTothAEQRBE9pCgIDLh4+ODL774AkePHsWlS5dooiqCIAgiV5CgICR4E8cnn3yCZs2a4e+//8bjx491WwiCIAji1ZCgMGCUtm6o4O0FFwu5LkSPADMnD5R2NM0TB/ImjilTpkAQBOzdu5dGcRAEQRCvDQkKQ0RwQZu5h3Fh00jUrNweC09cwabhVWEibXNGqzlB+HtKYzSfvRNB37WE81t4sXLlyhgzZgxOnjyJc+fO6UIJgiAI4vWQiUaN5AaGSeBS3Pi3N66NLoPG8x/Bf8557O9/Hr1KdsG2estweVMdrGvgjS+Lzce17a2wu0MF9P83Trd37uC1EZ07d4aHhwcOHz6MpKQk3Zb3g5mZGSwsLHTfCIIgCD3//fdfgegcTzUUBoiRXXFYCUao0WMg/K1kkCvkQFI8EtQmqNehJUogEfEJGrC4Z0iQlUDLDvV1e+YOc3NzfPnll1IBvmfPnvcuJgiCIIiCDwkKAyRh90qsv50G02oTsG3/ZkyvHYF5AydjW4obvCvYiU5TQ50GaDRqaJgAu/KVdHu+GktLS2lI6Pnz56UmDhrFQRAEQeQFJCgMEE3kZgzpPB0hzwCrKs1Rr6w5jNRqQG4FKwttK5VGoxUC0r/muW8qKFasGOLi4vDgwQNdCEEQBEG8PSQoDBC5ew8sXzcGqtmN0e3XS0i2rIbhy+agnUUc4hKe1ygIghxyri8S47UBBEEQBPGeoE6ZBocCVaYfx4kJCswJ+BATz1fC9OBjmFwlDP+r648jg69jY9dwzKzmh9kW3+D8gc9ht7YT7Htu1u2fM46OjtKqoXw6bUOB9+WoW7curKysdCEEQRCEntWrV0sj8QwdEhQGhxxlxh3Axa+KY2G9yhgTLEPzX27i706nMbBCO2zyW4GL6/zxFx/loZyLK7va49BHFdF7c4xu/5wxNEHh5uaG6tWrIzQ0lDqHEgRBZMPWrVul1Z4NHRIUBohg2wBTN63Ex1HzMWE10G3qx4j9/mMM+iMUKsEF7RduwWep87DcaDCGyeai47BNuKvW7fwKDEVQ8GGrNWrUgIODA4KCgqTOoTRslCAI4kUKyrBREhQGizEcPCvB3SIJd69cxYMEjS6co4CtRyWUZHdwISwaudQSEoYgKPRNHFFRUTh+/Li0CBnNQ0EQBJE9JCgIg+R9C4pSpUrhww8/xNmzZ3Hr1i1daP5MbGVsbAxra2vdt4LB06dPkZaWpvtGEARBgoIwUN6XoOCLj3EhYW9vj5CQEERHR+u2aMlrQVGuXDnpPMuUKQOZjN/mBYMLFy5g4sSJum8EQRAkKAgD5X0ICj4zJ2/iiImJkZo4snsDzytBwYVLkyZN0KdPHyiNlTh19RAiYx7qthoexkYmqOZVG3aW9roQoE2bNrpPBEEQJCgIA+VdC4oPPvgAvr6+uHjxIm7cuPHSmTnzQlBw4cKXYG/YsCHik54h6NQ/uP3wmm6r4VHc2gmNq7WFk90HUGvUSE1VwcS4GAkKgiAyUVAEBU1sReQLvKbAx8dHsgMHDuD69ev5Os03X+Rs5syZaNy4McIjw7AuaJlBi4nybj7oVK+vJCaSkhOxdd9fuHTzrG4rQRBEwYMEBZHnmJiYoGnTplKNwc6dO6XRHPlJ/fr1MWvWLLi5lcKxS/ux9fAqxCfF6rYaFnJBgYYftkZT33YwMTbFwycRWLZ5Pk5fOUrrqhAEUaAhQUHkKc7OzmjdurXUvHHo0CGkpqbqtuQ9fBTHsGHD8Pnnn0MjS8O2kL8QcmmvtGiaIWJtboePGn2KymVqiN9kOHv1OJZu/AGPntK6KgRBFHxIUBB5Ah9JUbVqVfj5+UlLovMmjvykZMmS+O6776QOmHce3sCGfcsRdv+qbquhIUMZlwro2nggHGyckaJKxtagtdiwZxVUqSpdHIIgiIINCQrireErmPK+C3wtjm3btr0wJDQv4cKlTp06+Oabb1CqVEmcvHoY/wb/idiE/G1WeVOMFErUrdIMLWp+BBNlMTyOeohfNs7DySshuhgEQRCFAxIUxFtRokQJqb/EvXv3pM6X+dnEwUeC9O/fH6NGjYKggCgk1uLIhf+QpjbMiaBsLIqjfd3e+NCzljSe6nzoSSwVxcTDp/d1MQiCIAoPJCiIN4KvxeHt7S0t7MUnqrpy5YpuS/7Amzj4hE+8f8bDqHtYH/SrQTdxeLhUQKf6n6BE8ZJQpabgn/3rsWHvaiSlGP4CPwRBEG8CCQriteGjOBo0aAA7OztpfHRkZKRuS96jb+LgozjKVyiP06FHsOXgH4iOf6KLYVgYKYxRy7sJWtbsArNiFngaE4nlmxfixKUjBttZlCAIIi+gia2KGG87sRWfOrtevXpSjcTly5fzbKjjyya26tmzJzp06CDNa6FhGiQmxxv08Eq5IIepibmU1is3z2Pr/r/ENCfotuZMuwZdUb1iAE1sRRBEJmimTMIgeVNBwWsKvLy8JAsODsajR490W/KG7AQF/75kyRJYWlrqQgoGGo0G/wVvRfC5A5KwyC0kKAiCyA4SFIRB8iaCgs/3EBAQIPWbOHz4cL7c2NkJCgcHByxbtkyqkQiPvoYUdZJui2FiZWIHBwtXpKhSsODPrxAbH6PbkjtIUBAEkR0kKAiD5HUFBe8nwZs4+LwSfCXM/CInQcHXuTh0cyviVa9XQL9r3O0qoKKTPwkKgiDyFFrLowhjWqIi/GrXR+Nm1eEil8O53jD8b8UqLJ8zHA1LKnWxDBt9EwcXE7yJIz/FBEEQBFHwIUGRDwiu3TH3p8GokvYEmobfY9f2BRjVpzv6jpmPHbvnoKG5LqKBYmRkJAkJPlST12Q8fGi4y38TBEEQhgEJijxHgE1lYEu3nvjhih++/3UYKpnKoHmyF+MDSqH6T2ZoUt1YF9fw4E0czZs3R0xMjDSFdlKSYfdbIAiCIAwDEhR5jgwWdm6o3KgPvlmzCF1dFYA6AutH9sWckAdIY08Rcc/wZnbkTRyenp6oW7cuTp48ibNnz0qjFQiCIAgiN5CgyHPUCN18AJajF2JMXTvINDE4MacXhmxMhd/AZfizjzXCol6zH6xgAju3cnCx0rtLgJmTB0o7muaJA3kTR+3ataUmDt755/59mhqaIAiCeD1IUOQD6tCf0b6yD5p1+Rjt/CuizoQgxFgWh/L6cgwd8CMuqHL55m9RCV1nr8OuzT+gn681WIq4n+CMVnOC8PeUxmg+eyeCvmsJ57fwoo2NjdTEkZCQgL1790p/CYIgCOJ1IUGRX8iKwdGrLj6eMAB1jQFN1DMo3ZyReO0iwuN1cXJAcGyBH/YfwvcV9uCzjwbju/XHcT9Z1BgtZmLJSGecXb0Cy9ZcgvtnP2FmixdnmMwNZcqUQcOGDXHmzBmcPn2amjgIgiCIN4YERT4gOLTCosOH8MeMwejawgfOcjFQfRd7d8oxcP4gePLvOSGUQLdFyzG8zDF8NXIZrohCQosJ6nVoiRJIRHyCBizuGRJkJdCyQ33d9tzBmzj4RFVcUOzatQvh4eG6LQRBEATxZpCgyHMElOzaG2V2jkT7xg3Q97cb0C8JpYm8gieV+qNHZYUuJHsU3p/i8zYO0ITdg7LFYAzo7A8XPn2F3A3eFezEX1CDr9jNF5vSMAF25Stpd8wlfCQHX2ac95eIj89FdQlBEARBvAISFHmODCbGkTi8+k9s3RuMyw+TpalIBavy6PT1jxhc2Q62NjlVUQhwrl8XlRRq3AlZj/Uh5vj4l4M4tXUoyhtZwcpCO7mpRqPt2Cn9a/56TR58XokTJ05QEwdBEASRZ5CgyHPUuLHzHpr9dxOXg3fgh48/xtSDV3Av4gLWjakFm9iTOHIhVRc3OwQ4FLeDTMYQ//ghIs+vxKZTDI6NBqNnlUTEJTwfISIIcsi5vkikWgaCIAji/UJreeQLCnh0WYC1i/ujmp2RdJH5ZU57cgJLBnbB55vupDeDvIgAl+F7cHN+HdyZ1wDeo06jzZ8RWNclFkuaVsXuPtewsWs4Zlbzw2yLb3D+wOewW9sJ9j036/bPmbddvjw/UCgU8Pb2lkacZMTa2hrjx48vcmt58HMmCILQ89dff+H27du6b4YLCYp8RLBwh3+DAHg5GCMl8ipC9h1FWNyrmxnkpYdh5+n5qHlkIEq3/hMN/3qIVfV2oEf5j7Czzu+4uM4ffzXwxpfKubiyqz0OfVQRvTfnrvAyNEHBlyb39/eXPmedlZMLismTJxc5QTF69GhdCEEQBLBu3Trcu3dP981wIUGRDwhWpVDG7DGu3U/UhWiRm1vAOD4OmUOzQwmv3kuxfrYXgqash+OIjxEzqxOGrr8NteCC9gu34LPUeVhuNBjDZHPRcdgm3H15lUcmDElQuLi4wM/PT1p47MGDBzA3z7zICa02ShAEQauNFmmUtb7EoqGVRFmQGaMPOuLrhZ/AK+dBHiIqXP29D6pW6IJlp3dhbO0aGMTFBN+kicDmITXRfsElnPu+NfwH515MGAp8mu8PP/wQ1atXx759+6Sl0RkjXUsQBFGQIUGRV8jLoNWI8ZgwYQLGdPBGSb8eGCt+5t/1NurjuvDv8gU+9c/dEubq2Lu4cOYiwl9oJklD1M2zOBsWnUNfDMPExMQEzZo1g4WFBbZv347o6GjdFoIgCKIgQ4Iir1DfwKEDkfDoOh7T+9VEuUbDMWv2bMzOYF9N6QtfqzjExBbN4ZpOTk5o1aoVwsLCcODAAWkuDIIgCKJwQIIiD4k9txyf1m+FWUeiEB9+FiHBwQjW25EjOBS0BYuGDMAPFwxvtdH8RBAEVKlSReovwZs4rl27pttCEARBFBZIUOQxmuhDmN6lD8aN+wh1atVCLb3Vro26jdpj+K9nEKeLWxQwNTVFgwYNYGVlJU3z/fTpU90WgiAIojBBgiIf0Nz/B0vWXsu2f4PCwwser+yUWTjgTRy8v0RERAQOHTqE5OT0RUkIgiCIQgYJivxAsEbVj6fgx+WrsfavdVi3fj3WS7YZ/23+EjVz1yezwMJHcfCJqmrWrIkjR47g6tWrNIqDIAiikEOCIs8RYN/lZ+xaNR3D+nbDR106o3OnTugkWTs0KGepmzmzcFKsWDHUr19fWoCMz3URGRmp20IQBEEUZkhQ5DkCHMt5wOJBCP76ZTEWLVr03Bb/go2nnqCwjvHgk2bxJo5Hjx5JozioiYMgCKLoQIIiz0nD1S3rsXP7Dxg+aCiGDRv23IZ+iq795uGUShe1kMCbOCpUqICAgACEhITg8uXL1MRBEARRxCBBkR+khiOy0rc4+O8yzJ83D/PSbRF+XzIc1QpRHwqlUik1cTg7O0tNHLx2giAIgih6kKDIBxTuDdHGzx1ezfthxMiRGJluQ9CtpmOhuei2trbSRFVRUVEICgqiJg6CIIgiDAmKfCEZ907swNbNm7E5o23ZhiNh8QV+NTbexOHp6SnVTPBJu86dO0dNHARBEEUcEhT5QOrlRejZqAXadeiADhmtfSvUbzcbxwtwHwpjY2PUrVsXrq6uUhPHw4cPdVsIgiCIogwJinxAffsKQhN0XzIiOKCWlx2iC+gwDz4UNDAwEDExMVITR1JSkm4LQRAEUdQhQZEvWKH6gIXYtHs/Dh46jMNHjkgTPB05shd/rlqA4ZUL3lSZZcuWRb169XDy5EmpiUOjKZoLnBEEQRDZQ4IiHzBr9g3WLx6C9o3roU7tWqgVECANqQzwrwRnEzFCAZrZio/i4GuRuLu747///pOm0SYIgiCIrJCgyHMUKBPgjWdb52DiF+Mw9c8QBP82BePGjcOXc1fi5+E98O2ZgrHaKB/F0bRpUyQmJmLv3r2Ij4/XbSEIgiCIzJCgyHMY4p/uwvwhE/DNvPn45rN5uO7pjYQ9S/HtxJ/wuFYHeBWAeShKly4tjeLgzRtnzpyBWp3dUmcEQRAEoYUERZ6jRvhRhpar/8OlR7G4MjMJi7c645tj4XgU8R++/LgHuvkarqKQy+VSE4eXl5fUxBEeHq7bQhAEQRAvhwRFPqA6+QuWX7SBk4VcvMBpuDx/KL7cFQsrGzPI4u/i1kPDfNs3NzeXJqpKSUnBzp07qYmDIAiCyDUkKPIDzSNs+7wGXJ1d4D10B+KTz2Nhu8qoVKchajX+FOtuvZ6gMHctD3ebjK4SYObkgdKOpnnmQDc3NzRv3hxnz56VRnLQKA6CIAjidSBBkSco4d58JL4cWBdO4hWVl2qIT4YNQd+uXdF3yHAMHy7akB5oVu1DtJkwAo34SI9cIjh3wuJDwZgTqNtJcEarOUH4e0pjNJ+9E0HftYTzW3jRyMgIfn5+0uJeu3btwp07d3RbCIIgCCL3kKDIC0yaY9rvc/HVwl8wxl8Jo4rdMGv+AixYkMXmf48JrdyR61ko5G7otehHdCv5fA+LFjOxZKQzzq5egWVrLsH9s58ws4WFbuvrYWVlhcaNG0vTZu/evRvPnj3TbSEIgiCI14MERV6Qeh67t5/D9ZPbsf86HxLKkPDgGi6cOyeNkki381cQHpvb5g4FvAaMR0urjGt/mKBeh5YogUTEJ2jA4p4hQVYCLTvU123PPbyJo1GjRrh69SqOHz+O1NRU3RaCIAiCeH1IUOQF6ltY1edDlKv5Of59rIEmYhX6+pRH5apVUTWjVamACh0X4loupqEwqToCI53WY97hZ88FhdwN3hXsRKepoRaPodGooWEC7MpX0kXIHY6OjqhUqZI0ffatW7d0oQRBEATx5pCgyAdU5w7gsCgsXkQOp9QE3H6VoDAPwOhBRvjtuwOIy7iIp9wKVhZ8mk0migntBulf89dr8oiOjpb6S/A1OQiCIAgiLyBBkRcIDmg9fQ3Wr1+fs234B3/90h/VcpyGQolaE2fC99FjlOvYHc0rWEMGBVz8msDbLA5xCc8VhiDIIef6IvH1hneqVCpq4iAIgiDyFO3rLvF2yN0xel8ovq9jpAvIAdVBjPZsgLm3XzYs0wxdV1/H4ubaUR2CsQUsi8mRGrsfE2u2wY0vw7CxazhmVvPDbItvcP7A57Bb2wn2PTdL8V8Fb+4YOHCgtPS4IeHs7Axra2vdNy18ddO5c+dCrVHj0M2tiFcZdo2Ku10FVHTyR4oqBQv+/Aqx8a+X3nYNuqJ6xQD07t1bF0IQBAFs3LgRCQnZLWFtWJCgyAvkbhj+28+oFncd8VwnyCxQsVENpB3fh9BneuEgwK5aC3wY+xcmDfsS62/kpnOmApWnHcPJKeXwd3dHdFqTCOt2v+PiOn/81cAbXyrn4squ9jj0UUX03py7wsvQBIUgCPD29kbFihVfqDXhE20NHjy4yAmKOXPm6EIIgiCAtWvX4vTp07pvhgsJirxAsIV3JUtcPn8bXCbYth2HvpFL8L+QOO12PWYNMO/fXjjUpR82ZtvHIisvCgoILmi/cAs+S52H5UaDMUw2Fx2HbcLdXA4eMSRBYWJigtq1a0vrhPAJtYyNjXVbtDg4OGDZsmVFTlC0adNGF0IQBAFpGQQ+g7GhQ30o8gJNFC7oxAQXAa5V/FDVu4J2qXI9Snt4N2uO6pXqoaF3LppGJNJwflo1KAULrZjgaCKweUhNtF9wCee+bw3/wbkXE4aEk5MTAgMDpeXQ9+/fL/XrIAiCIAouJCjynDRcPxQB/4UhiHiWiOgnkYh8Eo2E+Ec4t3EsAoyu4Fzo23aITEPUzbM4GxatEzEFB5lMJjVx1KxZE4cPH8aVK1ekibUIgiCIgg0Jinwgcd9k9Bi3CdeSjGFlZw97O2uYGgHqp6fw88ARWB6Rm+aOwgdv4mjQoAHs7e2xfft2PHnyRLeFIAiCKOiQoMgXYnFsXidU+KAsarfphr79+6FHuzrw9KiBwX/dRC7mtSp08L4bfPGxR48eYd++fQWiPZAgCILIPSQo8hFNXBiC/1mD335djtVbjyAsVgO5mwfc5LoIRQDexFG+fHmpiePo0aO4dOkSNXEQBEEUQkhQ5AOKyn3xw68rsGJFVluFresnonbmwQyFFj5qo169etIcE7yX8oMHD3RbCIIgiMIGCYp8QPFBLXzUpw/6vGDd0dLbVhqrW9gpXrw4WrZsiaioKGkUR2KibpQKQRAEUSghQZEfsHhcD1qLP377Db+l2x/YcuoWLuw6gJuFvBOFl5cX6tevL43iOH/+PDSaotkJlSAIoihBgiIfSD0/H71afYzeffuib7r1RvsG/bAjxRqaQnrVeRNH3bp1UbJkSfz777+IjIzUbSEIgiAKOyQo8oNildF5wnRMn57ZZk4bguZNPkbXGjmuDlYgsbW1RdOmTREXF4c9e/YgOTlZt4UgCIIoCpCgyAeMyrXGqMlTMGVKZps0qhMqKSJw52EBnNryJfBRHJ6enlLnSz7X/JkzZ6iJgyAIoghCgiJfSMXjK8HYv2+fNOfCvn1BCNr7H/5d/xPGd+qNBdcKh6AwMjJCQEAA3NzcsHv3bmkabYIgCKJoQoIiH1BHbMGE9k3QoGFDNJSsERo1boZ2n4zDwl13C9x02dlhY2MjrcWRlJQkNXHEx8frthAEQRBFERIU+YDcpQM+71MJWXtKGH3QEV8v/AReCl1AAaVMmTKSUOLNG7yZg68WShAEQRRtSFDkFfIyaDViPCZMmIAxHbxR0q8Hxoqf+Xe9jfq4Lvy7fIFP/Qtmp0yFQiHNeFm2bFlpoqp79+7pthAEQRBFHRIUeYX6Bg4diIRH1/GY3q8myjUajlmzZ2N2BvtqSl/4WsUhJrbgdVq0srJCixYtpNoILib4aA6CIAiC0EOCIg+JPbccn9ZvhVlHohAffhYhwcEI1tuRIzgUtAWLhgzADxcK1sxWpUuXRpMmTaQmjuPHj1MTB0EQBPECJCjyGE30IUzv0gfjxn2EOrVqoZbeatdG3UbtMfzXMygo7/a8icPPz09a3Gvnzp0IDw/XbSEIgiCIzJCgyAdMEIbT90qgQbPqcJHL4VxvGP63YhWWzxmOhiULRv8JCwsLqVZCEATs2rWLRnEQBEEQOUKCIh8QXLtj7k+DUSXtCTQNv8eu7Qswqk939B0zHzt2z0FDc11EA4XPK9G4cWOEhoYiJCQEaWmFfPERgiAI4q0hQZHnCLCpDGzp1hM/XPHD978OQyVTGTRP9mJ8QClU/8kMTaob5vrlcrlcauLw9vZGUFAQwsLCdFsIgiAIImdIUOQ5MljYuaFyoz74Zs0idHVV8JmusH5kX8wJeYA09hQR9wzvjd/c3Fxai4OLih07diA2Nla3hSAIgiBeDQmKPEeN0M0HYDl6IcbUtYNME4MTc3phyMZU+A1chj/7WCMsiuni5ozSxg2eHg4w1X1/jgAzJw+UdjTNEwe6urqiWbNmUhMHH5FCTRwEQRDE60KCIh9Qh/6M9pV90KzLx2jnXxF1JgQhxrI4lNeXY+iAH3FB9Yp5KAQHNJ4ehLAHYbh6/R7CDs1CIzudqwRntJoThL+nNEbz2TsR9F1LOL+hF3mHSx8fH8moiYMgCIJ4G2Si5e51mXhnmNafip/ax2L/5eJoP34sWpaS4exMX9SYeg7FWi3D5U11sK6BN74sNh/XtrfC7g4V0P/f3A1GdXR0xMCBA3Hw4EHUrl1bGr1x4sQJqFQqXYz3g5mZmTSyJCMODg5YtmwZ1Bo1Dt3cinhVjG6LYeJuVwEVnfyRokrBgj+/Qmz866W3XYOuqF4xAG3atNGFFD14h+DWrVvD2Ngw+xllx7Vr17Bt2zaan4XIN/hkgikpKbpvhgsJijzBGE4VqsDNUhCvZgoiQ88hLOZ5LYRxueYY1K8bGlcywdMbO/Hj2F9x6qXltwAr1w8gj7iLKPEQtn224vbylohZ2hxlBx1Ck+W3sLXHQ8yq4YuvjL/C2cNjYLOyHZw/+Ue3f85wQTFu3DipWePcuXO4fv26bsv7hQRF0RYUvLasQ4cO6Natm5QrRT17DMYMd0ZZI4UxbC2LS5/5s/T555/jzp070neCyGtIUBQl5O4Yve8qptltwbezfsTqfw7j1gvTNpih8vB12PVNKsbZt8PKRF3wK7DqsQn3fgvA313Lo/tmR0w4ch6zPzyPqR/6Y3axGTh7ZALKnfoSyppf6/bIGS4oxo4dK92g0dHRutD3DwmKoisorK2tMXjwYPj7+yMmPgo7j63HoyjDXQq/RPFSaFy9rSgo7HUhwOjRow1GnBOFj4IiKKgPRR7BEg9jeodumLUmOzHBScD5xZ9j3rHXaVqwQoMmNaA6+C2+2iIW/nIrWFloNaBGo9WB0r/mmQviV/Hs2TODEhNE0aVSpUr4+uuvJTFxI+Iy1u752WDFhEwmQ9WyNdGubi9JTMQlxOLyzbO6rQRBkKDII9KuBuG/m2oIzrXQ64u52HjyDh5FPsLd01ux4Ms+qF1CvNTq2zh6Ihy5bWk1qf4Zxlbfj2F9F+AyH3ihjhMzsecVSoIgh5zri8SCP4slz6z5kNWMxqvBiyJZr0NhNCMjI7Rv3x4TJ06Eo5MDDp3bhe0h65CSmqS7CoZFMaUpmtXoiLpVA6FUKHH3QRh+Xj8XoXeuSNv5vZrdeZKR5YXx/LEgQE0eeYHcHcNntMa2KQsQplMLgnMP8W2rA7Y17YTfI/RtwUr4TZ+K0t9OxJpXNXmYB2DG2tF4MrEnFpxLhFmlKvjg6nWUX34bG7uGY2Y1P8y2+AbnD3wOu7WdYN9zs27HnNF3yuRzTRgKPE2VK1d+YbgqX+H0yy+/LHJNHl988YUupHDC/dq2bVtpjZhniTH479hG3H96V7fV8HC2K4mG1VrD3toJaeo0nLx4BLuC/0aqOhXVKtRE+4Yf48cff6Tl/Il8ga+pxDvRHz58WBdiuJCgyAtEQTHyp6kwPnEE0fqrKbND/XaVcXHLPjzRhcmMHNGgXyVsr9M15z4UghPaLj2AxTXu4tRt8Y1NMMMHJgfRL3A6brX6HRfX+eMvPspDORdXdrXHoY8qovfm3BVehiYoKlSoIKXp9OnTSErK/Hbq7OyM9evXFzlBwUffFFa4iOC1Enw0x417l7H31N9ISknQbTU8KnvUQIB3Y5goi+GZ6M9dR7bi3PVTuq1IFxQDBgzAlSva2gqCyCtiYmKkUUSpqam6EMOGBEVeIHXKDMX3dYx0ATmQshW9bHPqlCmH15B/cfDHQNin1/hr8HR1Z5TssQmJggvaL9yCz1LnYbnRYAyTzUXHYZtwN5ftKIYiKHiVd0BAgDQj59WrV6HRvNijnwRF4aJTp05SwWtsYoyQi0E4ez1E9K1hTqLGR3HwWglPV2+pOePuw1vYsncNIqMf6mJoIUFB5AeMMTx48AC3bt3ShRQMSFDkBXkqKHKDArYelVCS3cGFsOhc98ngGIKg4L36uZg4f/48IiMjdaEvQoKicGBqaooJEyagXr16SExJwM6j63HvseFmlLaWDmju31lq4tAwDY5fOIz/Qv6BKvXFXvYkKLS1Tvz8eVNWQeH+/ftYtGgRHj7MLBANAd70y1+yCuLyB9QpM09giD86B53qBqBmzZovt1qN0HvpBbx95VUaom6exdnXFBOGQLly5VCjRg2pTTAnMUEUDsqUKYOff/4Z9evXx93IMKzZvcSgxUQFNx90bfSpJCaSUhKxftcf+PfghmzFRFGH19z06NEDCxcuRNUPq0IwSwOKqQzWTKzk8PT0lKxBgwbw9fXVnYnhwJt9T548WWDXUqIairxAsENVHytcOBX2ygJeWbk6vK6exHnxHn8fvK8aCt7EwYUEH0vNayZyA9VQFFx4r3Q+4+Xw4cNhbKxEyMV9OBV6WHzjN0wJrFQYo17V5qjg/qGU9vuPw7H+vz/wOPqRLkb2FNUaCl7LyOez4bVOT2MjsefkFjx4Gq7bang42X6AZn6dYGNhJzUncB//8MMP2Lhxoy7G+6WgNnFkhQRFEeN9CAobGxtUr15dmviHVzXmlqIqKPi10sOHjOnhb4Q8I9SbocInKBsyZAhatmwppflC2EncfXhDt9Xw4MOvfcrWhJPdB1JfntNXjmL7oU1Qpb1a9esFRe/evXHp0iUpjPuGn7f+s/67IfvsdfD29sakSZNQokQJhN69gEPndiIhOXdT/79rZDIBlT18UbtyMxgpjBCfGCc1YTX0a47vvvsO69at08V77jMO/5zRh/kJ73DJO17yDpgFHRIURYx3LSjKli0rrWbKR3EkJr5ex5GiKihKly4tfecZGR8yxv9yYcFrefh3ntEplUopjiHCh/q2aNFC963gkJicgN3B/+DE5WBdyKvRCwo+pwafyp6jnzuA+4n7S2/68IIIf4Pmaecda3n+IZPLEHJhD87dPC6KMMOsdTJRmkrzhvBmLJ5+PnfIxj2roTRSYtjH4zFt2jT88ccfUlzuK71/uGV81vjf/CIuLk6q2SooozheBfWhIPIF/kD6+flJVaN8SfTXFRNFDRf7kijtUk5apI0v2MbbUpOTk6XrxsP4wlM8UzR0uNCpWLGi9DlNk4qUtCSDNlVaspRWzj/71r2WmLAyt0Hlsh9KtRq8zTshIUFq0uM+4395IVFQ/PYyeNr5OVhaWkpCkTdhJacmYuvBP3DmeojBigkHmxLo3KCfJCb4C0nw2f1YsXUxEpLj8aGXnxSH+4sbf87486b3Gfen3mf5VTvBj89ra3nzb2ERExyqoShivIsaCt7EUa1aNdy8eRMREW8+jXJRqKEQZIL0lhsY0BZPnjzFmDFjsHv3bqlg5pkZ/5vR9G9P+V0N+6aYmJhg5cqVku+uPDqJ8OhQ3RbDxMrEDn5ugdLn38UC53r4Venzq/D4oBzaNfgYxkbF8NVXX0lrznD0NRHcV3zFVO4rvd+4FSR4ocdHHPDp0SdPnpw+d8i+0/8adBNHJfdqqF2lmegbY6lj7ea9f+Jy2HkUt3ZA2/pd4erkhtWrV2PGjBlSDUFWn/G/GWso8vpZ4wItNDS0UC5/QDUURJ7i4eEh9QHgPZXfRkwUBUxNzKXq8tb1O+Po0WPSomB79+6VMjSekfHMjRfQ3PSFkyGLiazwOSZU6hSDNl6L8joo5ArU8WmMnq0GIibqGTp27IiffvopU/NGRp9xX+oLrIKEvmaFN+XMnz8fH7h+gCPnd0vToxuqmDAxNpXmDmlYrZUkJu49uoOf1/9PEhMV3Kvgk/bDYWNeHJ999pkk3HnthF44cH8VK1Ysk6DgPsvrZ43/Jm/+LaxrKZGgIPIE/vDxobHFixfHoUOHqInjFXzgUBJ92gxGpTIfYv68+ejevbskwDIWSjyD4395BsctPzI4IveYm1qiS9PeaBrQGrt2/YfAwEBJOOt9w//qfcZNLwC52Cgo6Gsl9E0c48aNg0aWhq2HVuLE1YMGO0rH0dYF7ev0hnfp6mIamTQ9+vLNPyLqWRSa12qPjwL74O6tcEm0r127Nv054/7hPssqJvLDZ3zOi7Nnz0pNmIUVEhTEW8N79Tdu3Fh6YM6cOSO1QeYFeXUcQ6N6hQD0aTsERjIT9OrVC7Nnz5beCPWFUkYxwTM3HpYfVa/5AS+QuBU23EqUQf/2I+DxgZdUVd63b1+pVz73T1YByAsmfYFVkASgXkzwuUP42iStWrXCnYc38NfepQiPDNPFMjzKl/JBh7p9RFFRAknJidi0ZzW27l8n+sIUfdsMQc0q9bBhwwbpfPiEUfx54r7hfuKTrul9pvdlXvuM52N8FAdvAi7skKAg3opSpUqhVq1aOH78eJ43cRS2gkkhN0KHht3QtsFHOHP6HJo2bYo9e/ZIGRkXEzxT0xdM+gyOW0ErlAoTvE2+jk8j9G4zGIlxyejSpQsWLFiQ3sTB/aMXEtz0b7gFrTaJC1ouJvgb/NKlS+HhURpHL+3DP0dWG2wTh1yuQBPf9mhaoz2URsZ48Pgeflr/P5y7dhJlS5XHkM5jYW/tLDVv8GHMvPMl9w33W8bnLD/FBP/NU6dO4fHjx7qQwg2/etQpswiRV50yeYbp4+MjZaC8TTCvaxP48ezt7bF169ZC0SnTya4EOjTqDnsbJynD5h35eCbOMzF9zQQ3nrnpC6qCVFXO4T7jaV+zZg1cXFxw8cFR3I66rNtqmNgUs0et0q2lz1k7ZZqamKFt/Y9QvnRlqW/LyJEjpYJB7zPuI+4vvYjg4dwKmgDkfuPnwZs39MN9I6PvI/yRYU+y5OpYGg42zlL+cPbqcWw7tEk8F7XUx6V+jWYIvRoq+YzXmnIf6UVgVhHBfZnXzxq/rk+ePJHm3ilsIjsnSFAUMfJCUJibm8Pf3x937tyRLC/RZ3B8KBVP67Zt2wq0oOCFCx9a2LJuJyTEJWL8+PGSSMpYKGUUEzyMbytIYoL7jBv3GU87H5nzwQcfFGhBUdLJHR0b94CpsbnUKZHPqsjPUe83vb/0YkLvt4IEPx9eK8GNT8w1YsQI3ZaCQ0JyAv478jdOXQmRhvG2b9AVpV09pSYOPvmWvlmKP0/8b0af6X2Z1wKQX8+wsLAiUyuREWryIF6LkiVLSp0veeei/BAT/GHkBRPvuMTHhRdkjI1M0KpOJ6lgOn/2Atq2bYu///5bytB4ZsYzt4xVrzxMn/kVFLjPeE0L95feZzysoMKH8daoWAt92g5FwrMkqa/EnDlzpEKH+4ab3mcZmzgKmpjQi3buM14t7+TkJIWnqVORoHpm8MaYtkb0+PmDkpgo4+qFgZ1GwdH2A2l5fD5fxrNnzyTfcNHAfcX7S/DnjJveZ3ktJnhndD7BWVEUExyqoShivGkNBX8oeRMHfxh5EwcvRPISnsFxMcGPywslntHxtPIRIwWxhuKvncvRoEYLOBd3wYoVKzBz5kzpvPRvsjxD49cyY4HEhURBqy7XC0Bu/Pz4uezcuVOaHbWg1VBs+G8lypT0QhXP6lLfFt4EEB4eLvlI/4bLP2cskPKjUMpPuM/0z1pG4T5r1ix8/PHHuBdzA2cjDupiGy5NPbtBqTDBgRP/ISU1RZpKO+xmmDQklPfn4v7JWCvBTf/c8WcwP0Q7FxFFrYkjK1RDQbwSPoqjbt260gyOJ06cyHMxwY+nz9z0M0TyTI6HFUR4ptW1eT+YGplj2LBh0hsTPzeeoekLpKxvuPlR9Zqf8EKJn5NeSOhnGuRhBTVDbV2/Cyp6VMX3338vNQHwmQy5f7hvuM8y1iZxn3EriAJQLyL0zxr/zv1ZEPGvUg+N/Vvi761/Sx1Kef6U0WcZnzNueuGel/DryoUEH8lRlMUEh2ooihivW0PBmzj4kuO8Gi+vl9TVZ3D6wklvvJDiIoPPtsjH+fN48SmxUk2FIcNXrDRVmkufecY2evRoaZiaPhPTZ2oZM7eCJiQ4+pokvZjgPuNh3Ph5HThwQLpvklQJSMkwtbUhIhfksDCxlj7zYc/8DZfXTuh9k1EE6n2m92dBgj9D3F/cuJ8y+o378ttvv5WGMPOpyBNFvxk6liY2kg+4KOLDrn/55RfpHPV+0/uLiz693/LDZ/z3+Voc/C9BgqLIkVtBwQs53sTB2x15EwfPePIanrlxMcH/6sUE/x3+ncM7f06YMEHKFAoKPFO7ffu2tOgQnxWPZ2L6TC1jgVQQCyUOL3y46YUfL5j03/m583PiPev5SpQFCT5zIffZ3bt30wslvc8y+o2fX0ETgHoxoX+29M8b/8ufP258jga+FHlBOjdeiPMOzly8Z/RZRhGhD8+P89KP4iiotTv5AQmKIkZuBAWvIqxduzbu3bsn9VbOL/QZmr6Q0n/PSkF4YHmGlTXT0mdmWY1T0AolPXpf8cJJ/3bLLSsFJZPNKuq4X3hhxMO56UVEQRQSevSCQv+s8c/8Lw/PCP+eNcwQeZnP+F/+fOW3z/g14h3SaWmBFyFBUcR4laDg2/nCXrypIb/X59dnXvqMrCBkZrmBZ2L6jCxjhpYfmdu7JqPPOAVFOOSGjAVVdv4ryGR8vgqTz7h/svoqP33Ga3YuXbpESwu8BH7lC0cuTuSKlwkK/hB6e3vD1tYWx44dy/atkyAIoijCxRjvQ8b7SxQmQZbXFLxGXEJEgJmTB0o7muaJA3kTB28/5Q9NcHAwiQmCIAgdPF/kTRy8ZoLERM6QoChoCM5oNScIf09pjOazdyLou5Zwfgsv8glt6tSpIw154mv0EwRBEFr4sNrz589Tf4lcQoKigGHRYiaWjHTG2dUrsGzNJbh/9hNmtrDQbc09+iaOsmXL4ujRo1KPZYIgCEILH/nDZwTm8+8QuYMERYHCBPU6tEQJJCI+QQMW9wwJshJo2aG+bnvu4GO0+SgOLir4rHJ86B9BEAShbeLgQ78vX75Mzb+vCXXKLEjIvTDhyHnM/vA8pn7oj9nFZuDskQkod+pLKGt+rYuUM7xT5j///IOLFy9SE0cBolOnTtI6ILyXOWH4mJmZoVGjRpLPiIIBny6+VKlS0jogXFAQrw8JioKE0g/fnDmML8qexeSq/vjGbCbOiILCM/RrKL2/1EXKGT40bt++fVi4cCEOHjT8OfsJLXzGTb7Ca34P5SXyBj5TKF/xskaNGroQwtDhk3u1a9dOmsJbP8SWeH34lSMrCCavwCYeVzGmOsEmVZAzpd+37HKq+PXYl9nHf4nt3r2bNWnSJNttZIZpUVFRzNbWNtttZIZn7u7u7NatW9luIzNM69SpExNFYLbbyHJn1IeiIKG+jUtXY6CBAIVcxpcAFT9pEHvtii4CQRAEQbwfSFAUKBKxf9MOPIA5LCwFyIxNoGQPsX3TPt12giAIgng/kKAoYMT8/SWGL3uG6l06o2vnqnj663BM/pva1QmCIIj3CwmKgoYmApuH1ET7BZdw7vvW8B+8CXdpZBNBEATxniFBUSBJQ9TNszgbFg3SEgRBEIQhQIKCMHAEmFhYwVS76jegUEKh+0gQBEEYDiQoCIPF2n8kVu7cgO8//xQjp/6Anxd/izk/jkY9Y+12wbUf1l69iXMbRsDHXBtGvEPMy6HZqN9w9EYYboXdwPElHVBCl6MIjlXRdtTvCDmxBl92qKoNJPIfA/KJ3LURZvx7FWG3rmHDp6WosCkiZDuelKzwWoGYh8KqBfvldgLbNdCBj22WwkwqDmfbLv7KWpvw73JWetQ+9uDoN6yxg5B530JoBjsPhVCCDdubwjQaxpj6Cds9siIT9Z52m0kr9uPij5mo9V7cr5Dbe52HwmB8YswaL7nD0piKHR7rweTZxjEco3ko3t5INBIGibJKU9R3MUbFJs3hpmvjSL70M6b9cUOa3hVQwPTmz2jf8kvsiaQlhd8bmiTEn/0Lv+5/Co1gh0azV+OrBjbabSwZCfGpIO+8YwzIJzThZNGCBAVhkKgfPcBjjQCXDr/g6NHfMba5B0yhwqlFP2JvsgKlGo3A4I87YPTCmWivr9PNgNytA+ZsXIeF06dh5tdLMau7s3aDYAv/YT9i6f9mYdHqFRjf0An67hnEG6K6gaV9B2JlWCpgWhkj//gJPUplc1UVJdFi8ips+v17fLtsLVZ82QJuSt22TMjh1mEONq5biOnTZuLrpbPQXbdGv2Drj2E/LsX/Zi3C6hXj0dCJvJct78wnAqx9emLStAmYMHczjp7cgfndy8NEu1M6Jm7t8e2WY7h4KRjrJgfCJT0pAmz9h+HHpf/DrEWrsWJ8Q5BLCzYvVFuQFW4rEE0egj1r8eNFlsCrbTmaBBa24yvWtrSxdrtxc7YsIo0x1VE2wUueZX8L1mHVI6a6NJfVsRCYfctFbPX48mK4Mas2+SiLjVzDulgLzGnQfywx+j821CPr/oZnhjv1tg3r8/UUVl0BZhEwgx1/JtWzs+iDE1g168bsm+86MVMpngnzn3mKJajOsOlVFEzuOYEdVSWzy3Prv1j9btGBrXqkYpfm1mEW4n3QctFqNr686CPjamzy0VgWuaYLsxac2KD/Eln0f0OZhzzL/gZg73fq7XfnE6FEL7YpUgyfE8BMlQHs+6upTJMYxEa68WfKmDVazJs80tiDHeNYfa/qbPg/j5haHcP2jCgnNYEYV5vMjsZGsjVdrJngNIj9lxjN/hvqkfm335FRk8fbG9VQEIaJ5jG2f9YIzUevwpmnaWAyU7gHTsD6fb+hmyu/bVVQpWmjvoBgCvvillCUH4Gt+xYh8K749rPlifim1hhDBvmi2KOHiHcui+IsHsmWddGxRQndjsTbEBc8Az1G/4uHavGttfZUrJrTADb6HMa8OYYOrIpi6nCEhaVBHX4HESolPPsMQSsrXRwdgqk9ilsqUH7EVuxbFIi7/5uFLU+Y6L4hGORbDI8exsO5bHGw+GRY1u2IFtnUUBFa8tsnMlNLWBgJoj/KwVKmQopKDDNyhkumagYNbgZtxKGrJ/HH+mAkyaxQt2t7eMhN0XjIIPgWe4SH8c4oW5whPtkSdTu20O1HFDToSSQMEnnJ8vAyf4SDP/SEr6c/ev9vL8JTACPXjvi8T/mch46KYmTzot9xLUWATbVB+O3gWvRy0UBw8ESZ4gIE2zLw9asBn8TNGNmnH+YeTNDtSLwdabj2az/0W3oVKTCGV79x6KIr7OWu5VHOWvysSkKyNHlKGtJEQSiYl0Y518ze1DzejEW/X0OKYINqg37DwbW94KKRwcGzDIoLAmzL+MKvhg8SN49En35zQe7Lifz0CaC+sRAt3dzR6HdnzFo5FU3s+bEFvsxQtqTExCJRfJeV2YoCReEAzzLFIQi2KOPrhxo+idg8sg/6zaVVkAsq2juLIAwMRbnuGBBoJ31WPz2FlWMCUW/EdjxlMlhaW7/ixtUgatdINGg5BdvvpEBmXR2jZvYHkhKRzBgEC4a721Zi5Upuq/HvuSjdfsRbw2uWxvTAtEMx0MjkEHQFC4uJRqxaLEm0/4sooDASP2ueITo6SxdBTRR2jWyAllO2406KDNbVR2Fm/7Ki+5LBmAALdhfbJN+JtvpfnIuibp85ko8+gcIDnX7YiX2L/XF08nTsfJSzLwSlEkYyBvX9u7iXloTEZAYmWIDd3aZ7Hldi9b/ndLGJggYJCsIwkRdH2wmT0NBWf4umITzkBG6r7mLPjrNQQaYb7SH+1X7IgCnaTJiAMsdmobV/V/wWpp1PVPPkAPadTgbMG2HQsBrgU1co3Fqhcx1raTvxBgjGUBZTQJ4xJ0k8hTm9hmFD+PM2KU3kTmw99AwoZovilgIEa1tYiy/BCSH/YNfDLIWQaRtMmFAGx2a1hn/X36B1nwZPDuyD1n2DMKyG5D24teoMcl8W3plPGEwCJ2Ju7/JQntgsHtsMlqa6pzLLM2lkxHt6CrBzcYYpe4pdq7bgnvoJDuw7jWTxSWw0aBi0LnVDq851pH2IggkXp2RFyApCp0zjJgvYob1r2Zo1P7Ppgz9ibdoPYN/9c4ht+NyPWUHB3AJ/YCcSNYypH7JtY/2Yg5BxfxPWcslpduT3yaxP5+Hsz4uX2LKOJaRt5jXGsl33VEyjjmE3j+1lm+Z2ZeWUGfc1TDPITplmHqxe7x/YkUdX2ZpRHVg1p8zzgVg3+I4dWNFF1wEQTOnZh628HMGC5/ZmPeccZvcur2SflNd1ss1oJi3ZktNH2O+T+7DOw/9kFy8tYx1L8GObsxpjd7F7Kg1Tx9xkx/ZuYnO7lmNiUfXiMd6zvbdOme/YJ8qas9mFJA3TJF5hayf0ZtO2P2VqTTIL/b0rK60wZo0WhbI7IXvZkT2LWP+OA9jSk3dZyLy2zFXfkda8Bhu76x5TadQs5uYxtnfTXNa1nPLF338HRp0y88SyDSQrxFYQBIVg48QcpQmsTJijVw1Wu5YPc7PK7WgMgVk7OjATYwdW3r8mq+Rsknm7aQnmHVCL+XrYMvGFLPM2AzXDHeWRkymYg5Nd+sRkkilsmEf12qx2dQ9m87LRGYI1c3QwYcYO5Zl/zUrMWboPnptpCW8WUMuXedgqMoUbkr3fUR45WV77RHzWPHxZDS877bNk5sqqBviwkmbabTaursxKFPsK23KsRu2azLuE2fNjppspK+EdwGr5ejBbRdZt785IUOSJZRtIVoitQAwbJctkBVNQFF0zXEFB9jIjQfH2lrGVjSAIgiAI4o0gQUEQBEEQxFtDgoIgCIIgiLeGBAVBEARBEG8NCQqCIAiCIN4aEhREkUNuYgpjuvMLEHKYmBpTZkUQBg49o0Shx9jKKn05ZaXfdBx7HIvwLQPg/pL1Boj3z3OfKeE3/Rgex4ZjywB3WmqeIAwYEhRE4cYsAJMWjEBF3VpHmuRniHkWh5joeKj4yGnC8MjkMw2Sn8XgWVwMouNV0mB3giAMExIUROFF4YYui3/DKB9j3bofQNq5/6Gxiy3K9V6DCFpTyvB4wWdpOPe/xnCxLYfeayJEeUEQhKFCgoJ4JyjdmmH8T39h/fo1+OrT3vhqy0lcuXQYf46rDwd+F5qXx0czf8O69X9h2VA/lG77DbafOYN1Az3FjQKsfXpi0rQJmDB3M46e3IH53cunN2NAcEKDMUvx2+LF2HTkMP6a3AwlilXG4L/24PeeZWHi2g5frf0T01pVQaOxi7B23Xqs+ao9tKs4C3BqMAZLf1uMxZuO4PBfk9FMt7yzYO2DnpOmYcKEudh89CR2zO+O8uk/WthRwq3ZePz013qsX/MVPu39FbacvIJLh//EuPoO2owjJ58J1vDpOQnTJkzA3M1HcXLHfHTPcPEEpwYYs/Q3LF68CUcO/4XJzUpAMHnRZ9P7tMfYRWvF3xDvm/ZiHO3OL/pb58sc7xOCIPKdTFNnkhV+ez9Tb5uwdn88YWrxv5ij37Dm5Wuw0f9FMbU6km3s6cwECMx1RBBLEbdHH93Ifln5L7sUp2Khc2szoUQvtilSxS7NCWCmygD2/dVUpkkMYiPd+NoeSlZl/GEWE7WBdbc1ZW1WPGLqtHtsaaA5s2mykF1PZUx18TtWx86KmSnBjJsvYxFpYtjRCcxLDqasMp4djoliG7rbMtM2K9gjdRq7tzSQQSjBem2KZKpLc1iAqZIFfH+VpWoSWdBINybP9vzy197L1Nsm7dgfT9SMqWPY0W+as/I1RrP/okQPRm5kPZ35olMv81kdVqLXJhapusTmBJgyZcD37GqqhiUGjWRufK0IZRU2/nAMi9rQndmatmErHqlZ2r2lLNBYmY3PjFnzZREsjanY0Qle4rV/mb+NX3GfZDm3fDaaervgGU29/famfRUjiHdAamqq+K8alzYtw39XjuOPDceRKiuOwG6tYS/eiWlqXqEtwExxHgv6toKflxfqTzoMmaklLIwEOJctB0uZCikqBpmRM1ycxKLduAGGDPWH2f3ruB6fiL2Lp2DR8qXYeiERCUkqbRW5RoWk2FgkqMTPKhWeL+BsjAZDhsLf7D6uX49H4t7FmLJoOZZuvQDxR2FpYQTBuSzKWcqgSlGByYzg7OJUhDoGpoo+E/+oL2HTsv9w5fgf2HA8FbLigejW2l6qLcjeZ8EwtbSAkeCMsuUsIVOlQMVkMHJ2gdZlQzDU3wz3r19HfOJeLJ6yCMuXbsWFVFW2PlOpnnvs5f4W05XTfUIQRL5DgoJ45zDGxSwQFxmJOF7QfFAKrul3ogbxoRdxXSxD4iPC8CBRLM9uLERLN3c0+t0Zs1ZORROuPsRbVy6WE4JzRXg5yCEzs4CZDEg48TNGfDoD23LTQULmjIpeDpDLzGCh3Rk/j/gUM7ZF8B/FwpZucG/0O5xnrcTUJtoCVOA/WuRgos/43zhERsZJwuqDUq4ZMo+sPlPjxsKWcHNvhN+dZ2Hl1CaSYBQvnijGxAK/ohcc5DKYWZhBhgSc+HkEPp2xLVd9WmQ5+Dun+4QgiPzneZ5AEO8amUzb8e5ZLGK0GkNCW5ORAYUHOv2wE/sW++Po5OnY+eh5yaNJiEOCmrdQ+MC31GuWHCwBcQlqMKEEfHxLZal5UMCj0w/YuW8x/I9OxvSdj6hDoIhM9BnnWWyMVMepJ6vPFB6d8MPOfVjsfxSTp+/Ec5dpkBCXADUTUMLHF6/vshz8ncN9QhBE/kOCgnjnyKVXRgFWjo4wl6Ui9MB+3FaLQbrCSi5kvi1NAidibu/yUJ7YjA3hZrA01caTokftxY7geMCoBvqPaqp9E7bwRs0qVoAqBbyYkymMIDd2hZuLIv03+F8ZorB3RzDiYYQa/UehqXZneNeswn8UE+f2RnnlCWzeEA4zS1Ot+NHvX6SQa9/yBSs4OppDlhqKA/tvg7sse5+ZIHDiXPQur8SJzRsQbmYJrcu0AjJq7w5oXdYfo5pqa34svGuCu+xFn8kzuEz8kIO/c7xPCILIdzLmAgTxDpDBMaAnBvbogy96+yLx1HyMnXcSaeZeCKxdWiy6ZLD8sCXalLfQxRffaZ8+xGOVWEw1/gI/jXRDzI1n0MhLoeWADigtC8PSkWOwIUyFMp9uwKnju7Hh29pgd2KhurwT2y4nQF62L35ZOww+clc0aFldKoTkpWqhVXU7hC0diTEbwqAq8yk2nDqO3Ru+RW12h/8oHmp/FF/8NBJuMTfwTCNHqZYD0KG0blKLooLMEQE9B6JHny/Q2zcRp+aPxbyTacBLfabB04ePoRKFReMvfsJItxjceKYRr3lLDOhQGuqwpRg5ZgPCVGXw6YZTOL57A76tzSC67AWfVfugHlpW56JDvPa1WqG63e2X+jvH+6SIuYwg3hdS70yyomPva5RHy18fMDVTscNjyzFrt2oswLcMs+W9/rONn9EEZu3hy2p42TGxXGAwc2VVA3xYSbMMcYwdWXn/WszP054p0/cTzdSFVfGvxtws+KiEDOGZzJg5lvdntfw8mb3yebhg7cF8a3gxOwX/bsZcqwYwn5Jm6dvfpb2fUR4t2a8P1IypDrOx5ayZW7UA5lvGNnejXARr5uFbg3nZKaTvZq5VWYBPSWaWIY6xY3nmX8uPedorn+/HLTc+y9bfubhP3pHRKI+CZzTKI08s20CyQmzvX1B4vJehlwXZ3rug8Hj3Qy8LspGgKHhGguLtjbcu8g9FHktLSwwbNkz3rXDTt29fHDx4EDdv3tSFvAPkNqjZawRalpHj6dHf8dO2m0iiPnO5ZtKkSfjf//6HpKQkXUj+I7epiV4jWqKM/CmO/v4Ttt1Moo6pucTGxgb9+vXD999/rwshDJ2KFSvC1NQU7du314UQrwsJCh1r1qxBgwYNsHz5cl1I4WXChAnS36+//lr6+y4QzIrD2cZEuuH4LZcS8xCP46VufUQu4D7bs2cPTpw4oQvJbwSYFXeGjYmuRyNLQczDxyCX5Q4u2p2cnN7pM0a8Hfp8UT+SiXgzMlVZFFVbtmwZ69+/f7bbCptxzpw5k+02MsM0To0aNbLdRmZ41q9fP8ln2W0jM0zTk902stwZjfIgCIIgCOKtIUFBEARBEMRbQ4KCIAiCIIi3hjpl6li2bBmOHj0q/eVYW1tjwIABKFWqlPQ9Oy5evIjffvsNycnJupCCAW8mPHv2LHx8fHQhhKHDfebn54fjx4/rQghDho/w4HkJdfArOGi7T1CnzLclU6eKompZO2V+//33vH/OKxk0aFCm4/DJdUwsrJipfsImhVI7yc6bmtyEmRrnNClTdqZgxsYvnzeAQ50yC5ZxqFNmwTHqlFnwTE9228hyZ9Tk8RK8vb11n3ImYzxr/5FYuXMDvv/8U4yc+gN+Xvwt5vw4GvWMdRFeF6Ufph97jNjwLRjgnmUhpOxQOKDax1OxMvg6do0ul2Wxq0KO3AQWZkrdF44cJuamoBmXDRu5qTVsrYyp7bUAoTS3gvjCRBAvQM9xLoiMD8flR0fTLT4lRrclA1YtMGftbDhsHoQRM+bg6ymfY+Sie6hQp4xuYaQ3QJOMZzHPEBcTjXgVF4AvR+4SgB5jZmPJj1PQo6YLihWFWju5A/w++RZrt2/Fsml9UNu1mBgowLnZNPwbGoW4Z3GIvrkD0xs70o1uYChKd8T/9pzDgZ8+x6DpW3H+3AaMCbAhPxksApwaTcKmi08R/ywasY/PY2W/injTdyWi8PJCtUVRtKxNHrt27dJVgDF24u4utuPqinS79DBEt4WxRYsWSfGVdeex66lp7N6G3qy0tPYDNyXzHTeBtTF5/jv5a2asx6ZEpmEqdmxi+ZdOb80p8E0eVn5szLZw9ix0JevpZZIeLrj2ZauObGfLf17J9t9OEq8FY2n3fmNtrbPsX8CMU2iaPOTl2Of74pg65i/2EV9nQ+7FvjyqYqpL3zC/DGupFGQrbE0eivLd2JeftWLe7hVY4JQ97JGaMXXUn6zTe1gnJb9MT3bbyHJn9EKQR6gfPcBjjQCXDr/g6NHfMba5B0yhwqlFP2Kvrs+mYOuPYT8uxf9mLcLqFePR0InXG5qj/Ecz8du69fhr2VD4lW6Lb7afwZl1g1Gq0VgsWrsO69d8hfYltK7K/hh6GNSaIjCVoVACXZdswNdNnmFpv0FYefV5p1iLUo/xa7tW+GRgTzRqNgVHksTyyqEqqrtT44fBYFQJ1SqbQjCrAv9q5uJtG4WoWNFPji7Q3eaEgZF27S98O+9fXLh1GTu/W4I9sRqoI+/jAV9rniB00OObR6ivL8espZeRCCPYV+uF77adx8UdX6G1YyoSeATjapi4fRemFN+DmVNm4pDLFGz8YxA85PEIDX6Mkm07oVPHnhg3oRMqlSqDilXK4s7hizCu00EMbwQvS1kOx5CSUGQwqfMFZnR2geb4b/gpRLq66cQe/hf7HmtXnFDfvoirURpoEm7g6u00KYwwAFIv4uylFPG1txyGrlqDsU2aI6BiEs4t+xV7CtaAqaKDWg3tq4oAp2Yt4S8/i/8NmIkjKimQICRIUOQCOzMX2JmWeG5mJXRbMqB5jO2fNULz0atw5mkamMwU7oETsH7fb+jmKsC08RAM8i2GRw/j4Vy2OFh8MizrdkQL/kqWppYWXRLMFDi/oC9a+XnBq/4kMUQFVYZyMMdjFBmMUfujdiit0OBxXHF0WRCEG7dPYu3oWrDNchkEJ0+ULa5B2J8/YWu0LpB4/6ivYeHgkdhwMwUK11b4dsevaHZmLDpN3I84XRTCABFsETB6Aw6u7oPSllUx9IcJaGCt20YQIiQocoG7bUX4ujZNN0fzkrotz5GXLA8v80c4+ENP+Hr6o/f/9iI8BTBy7YjP+1SAs2cZFBcE2JbxhV8NHyRuHok+/ebiYIYXbE18KC5eFxVEfATCHiTqQvXI4JCLYxR6BEdUKu8Eufi+dH3nQnwzcjh+f1IZXb5dja+bmusicZSo3LcHqt78GcMmByFeF0oYBmnP7uLC1Us4c+oWkkVvOrT4HmumBCCjBwkDQxOF4P/1RKs+C3AiBrD4cBjGdXGiQoRIh+6Fl3Dnzh3dp5y5ffu29FdRrjsGBNpJn9VPT2HlmEDUG7EdT5kMltbWSElMBmMCLNhdbFu5Eiu5rf4X56IyLAidmoqcmiSTcnOMwo5MCWNj7RAWqftU2g2cPBMJjdwFtetXlMI5yorD8L+PH2NK17HYVZSuT0FA6YvJWzZhskcQhtWuja5LryBFZgnfz75AJ3vKkgybBFzbMBo9Zh4SPylh71ScChEiHboXXsKsWbPwyy+/YPfu3S+1H374QYojIS+OthMmoWF6vXsawkNO4LbqLvbsOIMHB/bhdDJg3mgQhtXg72EKuLXqjDpSlaFMu6y3XMjiEF04/ytjeJLjMTgCFApthwq5QqHbt5ChfoBrN2OgEc/Oxs5WPGOG2Nh48V+GVFWKNo5ZDYz/vikO9e+GBRfEC2bijQ7tvGlOCgNBXqYZWnibQnPjCi4m38ff4ydi3SPRo8VK4AP7QnnXFniMS1ZHLS9rXf6kRti+Q7iZFocbV8PFnI4gnvPC0I+iaFmHjb6uGTdZwA7tXcvWrPmZTR/8EWvTfgD77p9DbMPnfsxKimPOaozdxe6pNEwdc5Md27uJze1ajinF8Ap917JbaYxpVBfZL13KMwspvoK5Bf7ATiRqGFM/ZNvG+jEH4WXHABNsy7P6HcezreHigZiaxQTPZT0aeGVKo944BXnYqEWzn1hYqobFbOrJbGHMGi2+w9JSLrCv/ZUMggNr+dNVFh91h129elW0UHbz4RO27VMHPqQp2+MVBOMUmmGj9j3Zpmg1Ux0czdz5jLKKqmz6GRVLvfkja/DOhljnrxWqYaOCE/t0RwJTx19mqwbXYHYKC+bz5X728MxsVss0m/gF1PRkt40s15ZtYJGztxUUgo0Tc5QyQxPm6FWD1a7lw9ysXpz+2rSENwuo5cs8bBUvbMutve0xOAV6HgrBltWduIPdenycLeg/gq06f41t+byGKMTkrMyAv9lDrqkyknqZfcvFRnbHKiDGKTxTbytZ+b6r2OUnoWzduO6s27gN7OL17WxiHdsCLfoyWuGah8KEBUw/zqLVfFYXDVMlx7I7++eyTqUL9jOV1fRkt40s15ZtYJGztxUUBck4hWEtD2N7T1YjwJeVsytcGVt2xilsa3nIrdyYT+16rE51D2aTPhlc4bDCt5aHgtl4VGd16tZiVd2tXzppXkE2PdltI8udZW6yJ4gCRMrjUBwPPoFrT2kwfEFEHXsbZw4fwKGTNxFNDfEGThqib57EoYNHcPZWjG5OCoLIDAkKgiAIgiDeGhIUBEEQBEG8NXyMFm/7KPL89ttvuHv3LpYtW6YLKbzwOTaioqLg4+OjCyEMHe6zzp074/jx47oQwpDp168fpkyZglKlSulCCENHP/eQTEZDl98UEhQ6eGa9bt06hIeH60IKL66urtLfonCuhQXus+TkZDx+/FgXQhgy9IwVPLjP9u3bh4YNG+pCiNeFBAVBEARBEG8N9aEgCIIgCOKtIUFBEARBEMRbQ4KCIAiCIIi3hgQFQRAEQRBvDQkKgiAIgiDeGhIUBEEQBEG8NSQoCIIgCIJ4a0hQEARBEATx1pCgIAiCIAjirSFBQRAEQRDEW0OCgiAIgiCIt4YEBUEQBEEQbw0JCoIgCIIg3hLg/9tG6OGwYa6bAAAAAElFTkSuQmCC) 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Fuente: La autora en base a datos provenientes de las encuestas aplicadas. |
De los 62 estudiantes que afirman que sus profesores desarrollan prácticas de Curriculum Oculto, diecinueve estudian en el Campus Central, trece en el CRU Coclé, doce en CRULS, once en el CRUA y siete en el CRUSAM. Esta distribución se presenta en la Figura 3.
![](data:image/png;base64,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) 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Fuente: La autora en base a datos provenientes de las encuestas aplicadas. |
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Prueba de Hipótesis del muestreo aleatorio simple
Esta prueba implica la identificación del valor estadístico de prueba Ζ, para ello se utilizó un nivel de significación de 5% (α) para investigaciones de tipo social, lo cual arrojó un resultado de Z=8.35. Con una confiabilidad del 95% se rechaza la Hipótesis Nula y se confirma la Hipótesis alternativa de que más del 50% de los profesores realizan prácticas de Currículum Oculto, como se aprecia en la Figura 4.
Figura 4. DISTRIBUCIÓN NORMAL CON LAS ÁREAS DE ACEPTACIÓN Y RECHAZO DE HO |
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) |
Fuente: Elaboración propia en base a las pruebas estadísticas. |
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Análisis de los resultados de la ANOVA
El análisis de estadístico ANOVA, indica que los valores totales obtenidos, reflejan que los 73 estudiantes encuestados otorgaron calificaciones altas (4,571 puntos) en la frecuencia de “Siempre” a las prácticas de Currículum Oculto y calificaciones menores (2,316 puntos) en la frecuencia de “Nunca” de dichas prácticas. Ello nos lleva a concluir que las prácticas de Curriculum Oculto por parte de los profesores son frecuentes. Estos datos se presentan en la Tabla 1.
Tabla 1 VALORES TOTALES OBTENIDOS PARA LAS PRÁCTICAS DE CURRÍCULUM OCULTO, SEGÚN DIMENSIÓN: AÑOS 2015
|
|
Frecuencia
|
Dimensión |
Nunca
|
Casi Nunca
|
Algunas veces
|
Mayoría de veces
|
Siempre |
Religiosa
|
532
|
581
|
968
|
1,097
|
1,189
|
Política
|
524
|
630
|
948
|
1,113
|
1,175
|
Ideológica/filosófica
|
517
|
594
|
982
|
1,100
|
1,198
|
Valores Éticos
|
743
|
759
|
1,020
|
843
|
1,009
|
Total
|
2,316
|
2,564
|
3,918
|
4,153
|
4,571
|
Media
|
579
|
641
|
979.5
|
1,038.25
|
1,142.75
|
Fuente: La autora en base a los datos provenientes de la encuesta aplicada. |
De la Tabla 1, podemos concluir que las dimensiones Ideológica (1,198 puntos) y Religiosa (1,189 puntos) son las mayormente practicadas por los profesores y la Dimensión de Valores Éticos (1,009 puntos) es la menos practicada. En cuanto al grado de aceptación de las prácticas de currículum oculto, los resultados indican que los estudiantes están “De acuerdo” y “Muy de acuerdo” con las prácticas, ya que en estos grados de aceptación se observan los puntajes más altos, por un total de 1,924 puntos. Los puntajes más bajos fueron otorgados a “Muy en desacuerdo”. Estos datos se desagregan en la Tabla N°2, por otra parte, no solo es interesante conocer si los estudiantes aceptan o no las prácticas de Curriculum Oculto, sino también específicamente, el grado de aceptación de dichas prácticas.
Los encuestados manifestaron estar “Muy en desacuerdo” y “En desacuerdo” con las prácticas de Currículum Oculto en la Dimensión Religiosa, es un tema que consideran no debe ser tratado en las aulas. Caso contrario ocurre con la Dimensión de Valores Éticos, con la cual están “De acuerdo” y “Muy de acuerdo” que se practique por parte de los profesores. Las dimensiones de Política e Ideología obtuvieron valores cercanos a la Dimensión de Valores Éticos, por lo cual se concluye que los estudiantes no rechazan estas dos (2) prácticas por parte de sus profesores, como se manifiesta en la Tabla 2.
Tabla 2 VALORES TOTALES OBTENIDOS PARA EL GRADO DE ACEPTACIÓN DE LAS PRÁCTICAS DE CURRÍCULUM OCULTO: AÑO 2015.
|
Dimensión
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)
|
Religiosa
|
238
|
223
|
270
|
172
|
188
|
Política
|
171
|
191
|
260
|
204
|
274
|
Ideológica
|
151
|
154
|
241
|
266
|
281
|
Valores éticos
|
148
|
161
|
247
|
250
|
289
|
Total
|
708
|
729
|
1018
|
892
|
1032
|
Media
|
177
|
182.25
|
254.5
|
223
|
258
|
Fuente: La autora en base a los datos provenientes de la encuesta aplicada. |
Para medir el impacto de las prácticas de currículum oculto, se preguntó a los estudiantes específicamente el tipo de influencia que consideraban ejercían estas prácticas sobre su persona. Los estudiantes respondieron estar “Muy de acuerdo” en que las prácticas cambian su forma de pensar y actuar, en que las mismas son muy necesarias para el profesional y que afectan positivamente su formación profesional. Rechazaron que las prácticas afectaran negativamente la formación profesional, ya que para este reglón se obtuvieron apenas 137 puntos. Ver Tabla 3.
Tabla 3 VALORES TOTALES OBTENIDOS DEL GRADO DE INFLUENCIA DE LAS PRÁCTICAS DEL CURRÍCULUM OCULTO EN LA UNIDAD ACADÉMICA: AÑO 2015.
|
Tipo de Influencia
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) |
Cambia su forma de pensar y actuar
|
95
|
124
|
250
|
292
|
341
|
Afecta positivamente la formación profesional
|
111
|
144
|
250
|
282
|
311
|
Afecta negativamente la formación profesional
|
275
|
271
|
267
|
139
|
137
|
Son necesarias para el profesional
|
112
|
148
|
245
|
277
|
316
|
Total
|
593
|
687
|
1012
|
990
|
1105
|
Media
|
148.25
|
171.75
|
253
|
247.5
|
276.25
|
Fuente: La autora en base a los datos provenientes de la encuesta aplicada. |
6.1. Prueba de Hipótesis del análisis de varianza
La ANOVA no requiere de la muestra total de la encuesta sino un número de réplicas (n) de la prueba con la suficiente potencia deseada. El cálculo de estas réplicas del experimento y el
poder de determinada prueba n depende de cuatro cantidades, que son: Los grados de libertad, el nivel de significación del contraste (α = 0.05) y la cantidad que mide el grado de <<falsedad>> de la hipótesis nula ( Φ ). Una vez estimados estos valores se determina que se requieren al
menos n= 5 réplicas para tener una prueba con la potencia deseada del 95% de confianza, de acuerdo con la Tabla 4.
Tabla 4 ESTIMACIÓN DEL PODER DE LA PRUEBA Y TAMAÑO DE LAS RÉPLICAS NECESARIAS PARA EL MODELO
|
|
|
|
|
|
|
|
3
|
2.76
|
1.66
|
3
|
40
|
0.35
|
0.650
|
4
|
3.68
|
1.92
|
3
|
60
|
0.08
|
0.925
|
5
|
4.61
|
2.15
|
3
|
80
|
0.03
|
0.975
|
6
|
5.53
|
2.35
|
3
|
100
|
0.01
|
0.990
|
Fuente: Estimaciones de la autora en base a los datos provenientes de la encuesta aplicada. |
6.2. Las Medias Marginales
Para medir y evidenciar la práctica de estas dimensiones del curriculum oculto, con el apoyo del SPSS, se muestran los factores intersujetos y el correspondiente conteo de observaciones para realizar la prueba que permita tener una vista gráfica de la comparación de las medias y las medias marginales, que plantean su interacción y frecuencias con los resultados de las comparaciones múltiples. Los gráficos de las medias marginales son el valor medio de los resultados de una serie de valores que ocurren cuando se adiciona una unidad de otra variable que la afecta. Esos valores marginales se suman y dividen entre la cantidad de valores que se obtuvieron, y a eso se le llama Media de los valores marginales.
-
Prácticas de currículum en la Dimensión Religiosa
A pesar de que la Constitución Panameña reconoce que Panamá es un país en el cual se profesa de forma mayoritaria la religión católica; este carácter oficial otorga a la religión católica una fuerte presencia en la actividad nacional. La enseñanza del catolicismo está presente en algunas escuelas y colegios; sin embargo, las prácticas religiosas están entretejidas de herencias culturales diversas y un sincretismo de cultos, creencias africanas, animismo indígena y otras creencias que tiñen de contrastes a Panamá. En este sentido, expresamente la Constitución señala:
Es libre la profesión de todas las religiones, así como el ejercicio de todos los cultos, sin otra limitación que el respeto a la moral cristiana y el orden público. Se reconoce que la religión católica es la de la mayoría de los panameños (Constitución Política, 2004 Artículo 35).
A esta realidad no escapa la Universidad de Panamá, por ello se observan dos tipos de resultados, por un lado, las gráficas de los tipos de prácticas de currículum oculto de la Dimensión Religiosa plantean una fuerte interacción y por el otro, las frecuencias de las prácticas no se cruzan, por tanto, no existe interacción que sea significativa, lo cual se corresponde con los resultados de las comparaciones múltiples. En el caso de las gráficas de las medias marginales podemos ver, que se confirma los valores más altos para la frecuencia de “Siempre” y la “Mayoría de las veces” y los valores más bajos para “Nunca” y “Casi nunca”. Para el tipo de práctica, se evidencia que las medias marginales son muy cercanas, sin embargo, son más altas para las prácticas de “Defensa o crítica del ateísmo” y ligeramente más bajas para las prácticas de “Defensa o crítica de otras religiones”. Ver Figura 5.
Figura 5. Medias marginales de la Dimensión Religiosa |
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) |
Fuente: Elaboración propia en base a las pruebas estadísticas en SPSS. |
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Prácticas de currículum oculto en la Dimensión Política
En términos generales, la política tiene entre otros propósitos, hacer legibles las experiencias sociales de los individuos y grupos, y sistematiza con sentido nuestros intereses individuales, subordinando el logro particular al beneficio general de la sociedad. Así, los políticos son mediadores en la formulación de estrategias que solucionan los problemas socioeconómicos que enfrenta la sociedad. Sin embargo, han sido pocos los logros en este sentido, ya que a diario se ven explosiones sociales en demanda de soluciones. Por lo anterior, es inevitable hablar de estos temas en distintos colectivos y espacios de interacción social. Uno de estos son los espacios educativos, sobre todo a nivel superior, máxime si se trata de la Universidad de Panamá, muy vinculada al acontecer socioeconómico nacional.
El análisis de la Dimensión Política presenta los gráficos de medias, donde se observan dos tipos de resultados, por un lado, las gráficas de los tipos de prácticas de currículum oculto de la Dimensión Política que plantean una fuerte interacción. En tanto, que las frecuencias de las prácticas se cruzan parcialmente, existe interacción significativa en ambos casos. Se confirma los valores más altos para la frecuencia de “Siempre” y la “Mayoría de las veces” y los valores más bajos para “Nunca” y “Casi nunca”. Para el tipo de práctica, se evidencia que las medias marginales son muy cercanas, sin embargo, son más altas para las prácticas de “Defensa o crítica de la política partidista” y más bajas para la “Defensa o crítica de la política feminista”.
Figura 6. Medias Marginales de la Dimensión Política |
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) |
Fuente: Elaboración propia en base a las pruebas estadísticas en SPSS. |
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Prácticas de currículum oculto en la Dimensión Ideológica
La Dimensión Ideológica, entendida como el conjunto de ideas sobre la realidad o prácticas de la sociedad respecto a lo económico, social, científico, político, cultural, moral, etc., está siempre presente en la humanidad y es difícil pensar que un profesor universitario pueda evitarla o eliminarla, utilizando únicamente la virtud teórica que ofrecen los libros de texto que utilizan para sus cursos. Si bien es importante función que cumplen los libros con respecto del conoci- miento, también es innegable el papel que juega el profesor en la construcción de las ideas del alumnado.
La Dimensión Ideológica está estrechamente vinculada a la Dimensión Política, ya que es usual que los políticos basen su accionar en una ideología; ambos temas son a menudo controversiales. Los resultados se presentan a través de los gráficos lineales de medias. Se observan resultados similares, en los cuales, por un lado, las gráficas de los tipos de prácticas de la Dimensión Ideológica plantean una fuerte interacción, en tanto, que las frecuencias de las prácticas no se cruzan, pero aun así existe interacción significativa. Para el tipo de práctica, se evidencia que las medias marginales son muy cercanas, sin embargo, son más altas para las prácticas de “Defensa o crítica del capitalismo” y más bajas para la “Defensa o crítica del eclecticismo”.
Figura 7. Medias Marginales de la Dimensión Ideológica |
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) |
Fuente: Elaboración propia en base a las pruebas estadísticas en SPSS. |
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Prácticas de Curriculum Oculto en la Dimensión de Valores
El tema de valores es una práctica muy común no solo a nivel de la docencia superior sino también a nivel de la media y pre media. Los profesores con el fin de corregir conductas inapropiadas hacen llamados al orden apelando a los valores. Se presentan los gráficos lineales de perfil o gráficos de medias, donde se observan en las dos gráficas de medias marginales estimadas, que tanto para los tipos de prácticas de Currículum Oculto de la Dimensión Valores, como para las frecuencias de las prácticas existe interacción significativa, lo cual se corresponde con los resultados de las comparaciones múltiples. En el caso de las gráficas de las medias marginales por factor, podemos ver, que se confirma los valores más altos para la frecuencia de “Siempre” y “Algunas veces” y los valores más bajos para “Nunca” y “Casi nunca”. Para el tipo de práctica, se evidencia que las medias marginales son muy cercanas, sin embargo, son más altas para las prácticas de “Discusión de valores humanos” y más bajas para la “Discusión de valores cívicos”.
Figura 8. Medias marginales de la Dimensión de Valores |
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) 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Fuente: Elaboración propia en base a las pruebas estadísticas en SPSS. |
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Impacto de las prácticas de currículum oculto
El segundo objetivo general de la investigación fue demostrar que las prácticas de Currículum Oculto de los profesores de la unidad académica seleccionada tienen un impacto positivo en el estudiante graduando. Para ello se desarrolló también la experimentación a través del ANOVA dos variables de pendientes: El Grado de Aceptación e impacto y el Grado de Influencia e impacto, con sus respectivos factores de interacción.
Podemos ver, que para las dimensiones políticas, ideológicas y de valores son iguales; en tanto que para la dimensión religiosa la media está muy por debajo, confirmándose que las prácticas de esta dimensión no son del agrado de los estudiantes. Finalmente, a pesar de la discordancia de los estudiantes con respecto a las prácticas de la dimensión religiosa, en términos generales las medias marginales más altas, se agrupan en torno a que los estudiantes están “de acuerdo” y “muy de acuerdo” con las prácticas, lo cual nos lleva a concluir a través de la demostración gráfica que si existe interacción e influencia de la variable independiente o impacto del currículum oculto.
Se confirma que el 85% de los encuestados(as) afirma que los profesores realizan prácticas de Currículum oculto, dichas prácticas son frecuentes en las unidades académicas seleccionadas, ya que los valores totales obtenidos a través del muestreo reflejan que los 73 estudiantes encuestados otorgaron calificaciones altas (4,571 puntos) en la frecuencia de “Siempre” a las prácticas de Currículum Oculto y calificaciones menores (2,316 puntos) en la frecuencia de “Nunca” de dichas prácticas. De igual forma, podemos concluir que las dimensiones Ideológica (1,198 puntos) y Religiosa (1,189 puntos) son las mayormente practicadas por los profesores y la Dimensión de Valores Éticos (1,009 puntos) es la menos practicada.
En cuanto al grado de aceptación de las prácticas de Currículum Oculto, los resultados indican que los estudiantes están “De acuerdo” y “Muy de acuerdo” con las prácticas, al igual que estos estudiantes están “Muy de acuerdo” en que las prácticas cambian su forma de pensar y actuar, en que las mismas son muy necesarias para el profesional y que afectan positivamente su formación. Sin embargo, las prácticas más aceptadas por los estudiantes fueron la dimensión de valores y la dimensión ideológica y la mayormente rechazada fue la práctica de la dimensión religiosa.
Constitución Política de la República de Panamá. (2004). Reformada por los actos reformatorios de 1978, por el acto constitucional de 1983 y los actos legislativos 1 de 1983 y 2 de 1994. Gaceta Oficial No. 25176 del 15 de noviembre de 2004.
Eggleston, John. (1980). “Sociología del Currículum Escolar”. Primera edición Troquel, Buenos Aires, Argentina.
Giroux, Henry. (1992). “Teoría y Resistencia en Educación, una pedagogía para la oposición”. Buenos Aires, Argentina, Siglo XXI, editores S.A. 6ta, Edición; 1ª. Edición en español, título original: Theory and resistence in education pedagogy for the opposition. P. 332.
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Universidad de Panamá. (2010). Boletín de Estadística Edición N° 76, El Departamento de Estadística de la Dirección General de Planificación y Evaluación Universitaria, Primer Semestre del Año Académico 2010.