tag:blogger.com,1999:blog-63373174082781370852024-02-20T09:00:45.701-08:00las enciclopedias virtualesAnonymoushttp://www.blogger.com/profile/13932972287078383081noreply@blogger.comBlogger4125tag:blogger.com,1999:blog-6337317408278137085.post-50985226679789815482012-06-13T10:34:00.002-07:002012-06-13T10:34:05.549-07:00ventajas y desventajas con la enciclopedia virtual<br />
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BENEFICIOS:<br />
<br />
- Tiene una gran cantidad de idiomas.<br />
- Su información esta bien redactada y ordenada.<br />
- Nos da la posibilidad de crear una cuenta de usuario para poder subir nuestra
propia información.<br />
- Es gratis, todos podemos ingresar.<br />
- Encontramos información de cualquier cosa.</div>
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-Es gratis<br />
-Es libre<br />
-Cualquiera puede editar<br />
-Hay de todo<br />
-Es completa<o:p></o:p></div>
<br />
DESVENTAJAS:<br />
<br />
- Carece de imagenes.<br />
- Diseño muy simple.<br />
- En lo estudiantil, faltarian ejercicios o ejemplos para lo que son las tareas
escolares.<o:p></o:p><br />
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-Es difícil subir imágenes
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/EGYS8tguQ-E?feature=player_embedded' frameborder='0'></iframe></div>
<br /><br />Anonymoushttp://www.blogger.com/profile/13932972287078383081noreply@blogger.com32tag:blogger.com,1999:blog-6337317408278137085.post-44564693848377982672012-06-13T10:30:00.006-07:002012-06-13T10:30:57.579-07:00<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/wqLPpofC6rU?feature=player_embedded' frameborder='0'></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/13932972287078383081noreply@blogger.com1tag:blogger.com,1999:blog-6337317408278137085.post-2176415563598877762012-06-13T10:30:00.002-07:002012-06-13T10:30:18.409-07:00seguridad ante todo<br />
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Una red privada virtual, RPV, o VPN de
las siglas en <a href="http://es.wikipedia.org/wiki/Idioma_ingl%C3%A9s" title="Idioma inglés">inglés</a> de Virtual Private Network, es una
tecnología de <a href="http://es.wikipedia.org/wiki/Red_de_computadoras" title="Red de computadoras">red</a> que permite una extensión de la <a href="http://es.wikipedia.org/wiki/Red_local" title="Red local">red local</a> sobre
una red pública o no controlada.<o:p></o:p></div>
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Ejemplos comunes son la posibilidad de conectar dos o más
sucursales de una empresa utilizando como vínculo Internet, permitir a los
miembros del equipo de soporte técnico la conexión desde su casa al centro de
cómputo, o que un usuario pueda acceder a su equipo doméstico desde un sitio
remoto, como por ejemplo un hotel. Todo ello utilizando la infraestructura de <a href="http://es.wikipedia.org/wiki/Internet" title="Internet">Internet</a>.<o:p></o:p></div>
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<a href="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcSRfnexArN0PMxjYXPboOi4-yhQdMyhKQKEpp8UqS5-NIvWQJM9QA" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="238" src="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcSRfnexArN0PMxjYXPboOi4-yhQdMyhKQKEpp8UqS5-NIvWQJM9QA" width="320" /></a>Características básicas de la seguridad<o:p></o:p></div>
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Para hacerlo posible de manera segura es necesario
proporcionar los medios para garantizar la <a href="http://es.wikipedia.org/wiki/Autentificaci%C3%B3n" title="Autentificación">autentificación</a>,
integridad de toda la comunicación:<o:p></o:p></div>
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<a href="http://es.wikipedia.org/wiki/Autentificaci%C3%B3n" title="Autentificación">Autentificación</a> y autorización: ¿Quién está del
otro lado? Usuario/equipo y qué nivel de acceso debe tener.<o:p></o:p></div>
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Integridad: de que los datos enviados no han sido alterados.
Para ello se utiliza <a href="http://es.wikipedia.org/wiki/Hash" title="Hash">funciones de Hash</a>. Los algoritmos de <a href="http://es.wikipedia.org/wiki/Hash" title="Hash">hash</a> más comunes
son los Message Digest (<a href="http://es.wikipedia.org/wiki/MD2" title="MD2">MD2</a> y <a href="http://es.wikipedia.org/wiki/MD5" title="MD5">MD5</a>) y el <a href="http://es.wikipedia.org/wiki/Secure_Hash_Algorithm" title="Secure Hash Algorithm">Secure Hash Algorithm</a> (SHA).<o:p></o:p></div>
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Confidencialidad: Dado que sólo puede ser interpretada por
los destinatarios de la misma. Se hace uso de algoritmos de cifrado como <a href="http://es.wikipedia.org/wiki/Data_Encryption_Standard" title="Data Encryption Standard">Data Encryption Standard</a> (DES), <a href="http://es.wikipedia.org/wiki/Triple_DES" title="Triple DES">Triple DES</a> (3DES)
y <a href="http://es.wikipedia.org/wiki/Advanced_Encryption_Standard" title="Advanced Encryption Standard">Advanced Encryption Standard</a> (AES).<o:p></o:p></div>
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No repudio: es decir, un mensaje tiene que ir firmado, y el
que lo firma no puede negar que el mensaje lo envió él o ella.<o:p></o:p></div>
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[<a href="http://es.wikipedia.org/w/index.php?title=Red_privada_virtual&action=edit&section=2" title="Editar sección: Requerimientos básicos">editar</a>]Requerimientos
básicos<o:p></o:p></div>
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Identificación de usuario: las VPN deben verificar la
identidad de los usuarios y restringir su acceso a aquellos que no se
encuentren autorizados.<o:p></o:p></div>
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Codificación de datos: los datos que se van a transmitir a
través de la red pública (Internet), antes deben ser cifrados, para que así no
puedan ser leídos. Esta tarea se realiza con <a href="http://es.wikipedia.org/wiki/Algoritmo" title="Algoritmo">algoritmos</a> de
cifrado como <a href="http://es.wikipedia.org/wiki/DES" title="DES">DES</a> o <a href="http://es.wikipedia.org/wiki/3DES" title="3DES">3DES</a> que sólo
pueden ser leídos por el emisor y receptor.<o:p></o:p></div>
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Administración de claves: las VPN deben actualizar las
claves de cifrado para los <a href="http://es.wikipedia.org/wiki/Usuario" title="Usuario">usuarios</a>.<o:p></o:p></div>
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<a href="https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcS6GVzKwMXtcT2SBr9HIIEqIS45118Kay7_JaddEtqEbsg6N8qR" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="208" src="https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcS6GVzKwMXtcT2SBr9HIIEqIS45118Kay7_JaddEtqEbsg6N8qR" width="320" /></a><br /><o:p></o:p></div>Anonymoushttp://www.blogger.com/profile/13932972287078383081noreply@blogger.com0tag:blogger.com,1999:blog-6337317408278137085.post-28730132242265233232012-06-13T10:26:00.003-07:002012-06-13T10:26:56.411-07:00¿que son enciclopedias virtuales?<div class="MsoNormal">
La Enciclopedia Virtual de Tecnología Educativa es una
enciclopedia on-line que reúne información sobre las principales temáticas
relacionadas con la Tecnología Educativa y muy especialmente con la aplicación
de las Nuevas Tecnologías de la Información y la Comunicación en los procesos
de enseñanza y aprendizaje.<o:p></o:p></div>
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Se trata de una obra abierta, de naturaleza colaborativa, elaborada
básicamente a partir de las aportaciones desinteresadas del colectivo de
profesores que imparten estas materias en las universidades españolas, y
que continuamente se va ampliando con nuevas aportaciones.<o:p></o:p></div>
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La consulta de esta Enciclopedia Virtual de Tecnología
Educativa, que constituye un referente para muchos estudiantes y profesores de
las carreras universitarias relacionadas con las Ciencias de la Educación
y de Ciencias de la Comunicación, es libre y gratuita.<o:p></o:p></div>
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</div>
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En su texto.La función del arte, El libro de los abrazos,
Eduardo Galeano nos ayuda a reflexionar acerca de la función docente, en su
intervención como enseñante:<o:p></o:p></div>
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r8H6MEytaoys+mgNJA0dkoZpm45dh+eLqhSR2AKUU5ZJ0AifqxDkKVKjXNKqzMVADOW5ZiYCxsJiSevScXQy1JqmkOTymAp7h1MTjKW0JU22msr35cuzNY0njSTTztbnz7mXq54Bypp0wO801j7uuJqeYVhZKUf8ATXEGWyjZguQXKLeFIBYzZVmwJJiTYQTh+X4aGnTNOujwaRfUHXexMffB8JGOjxIxlgab3O26/H3vzMHCU1iTt+7E+cdqVJKoSgdbFABTuLQZlR4jyO+LDhtKlUSSlIGJnQsR5W+/E3FaavlVUKNWpgomRIBnSe7fu8umKVOHmiKYqhmNQSdLABFvESJLHfuEdcc9KpdNNttykl6N+S0NqkbZqySSb9TvEs9TU6USlJIHsL9vdjnbf1dP+Gv5YJX0TAYVQzOjAMoN3G1rCCfHBWa4fSSv2bCoQxVQQQNJYASbc1/cMU9qp2WFN5N9HZ+qMpbPVeV7ZpddPQpq+fCiTTpbx+zXfeNsScGavmCRRyva9G7OiCBeYLRAuBYkHB+R9GC+damgDTMK/saV9qrVIuEU2AEFmt0ONBkMgmazVGkBV7OmhiqGCQoBIqdko0Is9PHcY2jJPNaWuRhcVZ6lBxDg9WiVFSjTWfkmkuqIm1oIsbjbHKGcy0Q1OkWJiFUQPFj8kDv692L7i/GRV5Xl3o5RmLaujMxAHiaegyb388eaUcyO21IDpBuC0we6YGoz193fiaVTxJyptWtbPzLlBwipXvfcafNUGQy1KiF6sKa6QImzH2sOKrHsUh/8a/liOlxFqw55kbL18PfF4xNRp6bsJHTx8/t8sbuFiVNsBFd0aSlEBbgimsmL+MRjd+hHB8lmMualekrS5ClVI2JGy9LdcYzO0tQMW8Tf/Z8cbP4PRGSAsId9ul2EY5q8XCKa48eTNItSefvM0J9FOF/Qf3amF+qnC/oP7tTAea4UrOanbVELQCEqAAleWIA3vFvsxyhwYSjCvXYC4Bq8rXDS0AatvKCR1xgpSHYN/VThf0H92phfqpwv6D+7UxPhYeJ8QGU8jRoDTl10UzzRfc2Jg36YWJKvTy/E45gYiM8V7MGcvmHVQIenUJ1AJqkgsO4AadW422w9uLm0ZTNkA3moAQI+SO0OozaLDvIw2mmbF6aZVkIGgPRrBlGk7lUOoltPdad98PUZyD8VlOpBNKvvLELZBb2BP9oxsMTYB1Xi5CB1y2aJ1EFe05goUNIh4Mk6QJuQe4S/N8WK+zl80xgQe05brqgkVCRHsmxv32lwFftmPZZc0ui9lV1CFMX7Pq5AO8AWGBFOdVUBo5SobBm7OsJ3ltJSw2sJN8IZd8PZKtNXPbUyZ5KlRgwgkXAc7xPkRjB/DGyJSobvqLjmctpMC4BPu6fZjT0/W9YLUsrplQQKdawkaiD2dzGoAbWBMbYyPw2aOzy2hdPO08hX5I7wJxpT+ZCfA8uy+YIYambT10nmjeASO/DKpCMdMkm4JmdrR3TbphkYKrVF1GabAnaWMju+r8sd820sjLCrl36JDsaz064K9ooEEEAdQT3f/mD6nDBSZm7RXkaQqkzeLvc2Hd5Y5w/K9u3aOTq0yZN4A8BfEx4SwqCnpMtcSY7zJPSwP1Y5nS/scoyava6425/k1VT4cMle2jK3jZByaAMkioWK611QQRtM79MR52pFLKaWRmpA6grqSDIYAgGcRZzgZ30iW0wdXVienfAJIPTAw4BVAJ5SRMidioUkSevNt/RPhMw2fRt6Sb6p92VKtk0t6S6W7FlxjhqZh/WKWYporwWDNDoeo0iSfLvxJ6P0FFftg5FJVKfGMJkiBuOt+v3YrqPo5WmDpANtWoRaGB7yDIA8TiHPZaoiAdHY6QDdiLER5nCWzPwnRx3VrLkv2wdf+xVFHO9y49EFK9pTYgK4gEGYYGxBFvG3XBWZ4R2OpywdybRJbfcnpgTgGWdGGuIFhzA6jp1ggzcFTHd5XxbZ+mGXtAAICkmRPNsCO/rbbFKk1Vcoyyla+mqy9OZPipwwtaaA9esFyykspZXYm41c0iYB3xUcTzJzdOk1Ir2qjs6lMsFa1wy6jzDy7/DBNbJPVCkbM0AgjV1EkdwN/eO7FfwzLNSzNIIGFRoKyVIIZT9Ude6DjLwMMk081Jvre68jTxsSwtZWS6aF1ksypy6URU5qawSCdOonURq2IAtO18F52oDmAdSldStOoQAAAZM+GGZb0ZfSTNzcXW/tT9qkX69+IavBX0xFzbcdZH3g4r+NFfLLRSXrLN/dCVZ53W9fZWX2LjhHFPj8+mqmHrUqfYs5XQUG6EnlUupkatyZPTCzvEQqaHqIAN6FN0OvwqdidIXzM7gDqMdl8o1ZSlP5PKdUS0tCoD1gyb7fUMBHg5SqlOxLCY1cvyp5gNuU7Y2o0lGKi936yMZzxSbW8ucrmlqVcwzOoNeiygsQq6tonYDb7MU/Bc2lDMEuoqrpg6QCFIvKz7XWT42wWnBKslSEWeWdXKOXX9wHvnzw2tw16VOU0zBLGQSVidj1jmgbAHecQ4OE5TT1tkXjxRUXuD8rSTtCwIAJkXBCgmeg/wD2D7771JX0nVIUbAQCfdtjC8MzWhiT1gfb1m+LxOOlICyQSV8iL/XJ2x0zjKSTRldXsS8bzK0yY6WAH4eWNf8ABjTFXLIrXDVHn7WH2gY8xzlZq3sCQPaaQAAZ6z/l5749F+DgaMgmo7O1ye8nqe+RjLaFaEVz/THTau/I9CHoll5B0CQZBhbGZkWtufuwQOB0+9vrH5YzA4tSmNX2NG5Hdtbfyw7K8RSp7BLd9ja2rmnaxxyGppf0Ine31j8sQ5zhSIjMC0jvI/LFThYQHavTy/E45jtXp5ficcw2Bylw2q86MxVXqypVpnTKrCkMpKgRIFtzhUOCV6elRm68H2VNSlJIkmC1MlrdO4Yqs9w5akhso7tNnVGAYlFXWX7QQCGIFjs2xOJUy1M09HqeZ0MxeDRezFQpYj1iQdMAe8DrhMRaZvhlcLr9ZqIVRVLl008pN2BGnmJEmJ5QJ3mE8OrSJztXUVEfGUtiVEhdMHUVgEzu0bnFXRpU1LxkcxDreaFQltRNUq01jA1KvXcxA6vpcFpPWCtknU1ApL9nU0KzrrIJ7UABYCyBvaBFwZsRxI69Gmnr+b2q6tp2idr4quO+j9PPVadPM0xpVWZRqm8qOgHQ4MoejwRw6lAyiAdL2AUJsaseyAMM4gj9ouolzokdmsMIqUzNy0/lPumSuvaHHUpz8E2Q+j+0/niev8GWTcgskkCPd7sGUS3ZJT7DMFVIaWdS2+q7EzuYix22xEk6AewzYsLlxrsdjzHu3wKlB6yl1l3Kxtbl0XY7lvQHL040aljuOHP6D0GIYlyRsZuPI9MSU82yCoy5fMEiAVJBkaWf4sTBOo6T7u7EFdQhZBQzTqABykabIWsJA/o9RJjB4EN8n1l3DG+C6LsRf8Nsr3Nf+k35+Ax0/BzlZvrk/wBNr7W32sLeA7sFrLqKTUsyqhwdYfm31XIMkTaO7yw3M5f4sUTSzJWmYR1ca2ib6tQInvMe7Eukr6v6pdwxvgui7AzfBzlZJOuSSSdbbmxJv1Fj5Yjb4McmYBVjEwCxMTcwCbTgqvOYqU9dDMorAXDgKLMSKig2E26zIkWGBq3D1VJFHON2imSKnOs6zeW1SNhvGpes4Xhri/ql3DG+XRdh9X4Ocqw0tqInVdjM7TMzhn/DLKRGloMAjU0W2BE9MPfLCC/YZtomRrANzNhqBMQL9bTJAgrN5pqjScvX7rECNzPdPTf8JpUo72/ql3DG+C6IFofBvlUIKBlI2hjaffjh+DXKag8NqGx1GR5GbeQwS9PSyDscwQwGqGspdgDqg3iCSZ+ubEVaPJ2Zp1WUOTOsyZJ3JiRfYSAIxX8eL+WT+pr9i8R8ui7EFP0NpDZ38b/f7sMb0EoEQTU/eI+7zwXwfh4V2eKysQZDuWW+kmPKAB7/ABw8+jdO0NVHlUa9o90T0j6rYh0Usm39Uu4/EfLouxUJ8GWUWYDCbmGYTBkTfob443wYZMmSrE95ZpvveZ6n68XH6tUpB1VfH4xuaxHN32O222JcpwRKYcK1SHEGXYx7RlZ9k8xvheEuL+qXcMb5dEUf/DTKEbPEz7bbxE791sdHwbZQCIaIAjU2wMgROwOLqhwGmtN6cuVeJlyY0gAaei7TAthtD0eRHVw9UlY3cmYkwfC+35mX4S4v6pdwxvgui7FGvwW5IH2PHf7Yww/BVkDI7Pzve/ffGnpcMVar1Jcs+8sSBYDkB9n2RtgbL+jlNNJVqsrHNrJLQCBqneAf93wvCXF/VLuGN8uiKjL/AAZ5NFKosKdwNj59/vxzJcFo5Wr2KACnOohriWVjJ9+L7NcIFSprL1VtEK5AsZ6X8LH7b4pM7lRTcICxCqoBYksbNuTc4appO936tv8ALDFf/SHoagEH1UmxkahFhKxBkEzfpPXfFnQNDSNQpBoE6dpjp4YpsLGhBeTl/wChgTNMmrkFHRoaTftNXyQoiI8Z6dZtXYWADtXp5ficcx2r08vxOOYYCpZTNNelmCoJBZfin0DQAFXV7Bnmkgza288o8PzqBR60TMAFlpHVeRcmSSoi29zvcV1cZCT21SiHXmcFKt2IWZAqQ55Ba+3jdVsvw4JpavR0hma5rcpZdDEntpXlWPcfHCEaDhzZim5FaoKpIAVT2SkHmNtNzIB9ynuOLKnnWaYQGDBh1se49x2tjH5rLZBswUapTNbWlOAKuolYpKLVrhNceBLddWCuCekGTp0yKOYo01J1FSji5VTIDVNogWsCIwXA1Pb1Po/74/LGX9Ncw/xdiljcNvcd2NQEqn+cp/wz/wDZjL+myt8XqZTvEKR3d7GcTUV4tFx1MtmeLNTXUXqXIUAMZYkwFF9yf84AwqHFKjhpNRdLaSGaegMghiIhhis4o9GoHo1H7NkCuGnSVNyr0yfaII6eXXFVUFWv2VOujw1CWC05DOzaTc8tNggmW9nWYvGGkUlxNaMy/wA5v3j+eCKGZqfPf95vzxjavCtddiabw2ZS/MOSimvUD01VOUN3WGGZaqy5XR6vUYHL1KoQUm0NWqOxCsI2pzZW33AMKcEo5FQSWZ6Zk67aRLEm/wAqfxxN25idRjvm2PO+JcNATlpvGXyJRAVbmdyKYBW86Qmtl/pcwkkY5xMB6RyxoVmSm1CjSBpMQtOENSqIBBdrr3qAPZ5sc3hXzuKWtzWcWzRpguarKgGqdbQABJO+0YrKHF6jsVPbLyhhqbcEnoGJBtscc4xWSeyrGBWRrMQF0wAV1TAMNsO4kbYzuWzDhKdNu0q0jVdA4UlqlJFlAxHRmtqsCF3hsdFOPwmKNT603z2/eP54bV4mUgmow1MFHM12JgC3WcZLIcP1U8qOydB2j1n5WXTZmCjuksqjYwpi2OZLJjTk1ai8fGVGGg2ZrhDMBQDUPtQOTynXCOxs/XKnz3/eb88c9cf57/vN+eMqp7WvQZ6NTUKtRizI0IElKaAkQFgq5OxI3JsNKow8OaSJyDMvUqNs7+PMfzxYKrWl2t4tfzviPJ0dK33N8T43btkjhqVG3kcVmkyTHTmafffEYpN9I/7xt9uJcLE3ZnjaIFpvN6jR/ab7sdzVNiJV3B/tN+eJsU3pnmnp5DMPT9oUz1iAbE36hSSPHFKTbQ8TbKng3HKtZHqirUKGq6odTeysKDv1gt78dXjlRs7Ty4qvam9WpzNtGlRv3kt+7iD4L1R+GqNyruG8CTP/AIkHGa9Ec8x4pmzUI7VlZYUysK6yoI6AKAPAY7LJ4o8O5ailJvgbTiHHnp1aFMVGmpUMjUfZVCT16sV+3Gk4TVLICSTfqST178eXcbzR/SdCSCF0AQbjUTMj5Jk/VBx7D6D0Fak2oAxG48WxzbRFKF+fc2ozxTfl2AK+cqhyFol1DxYgHT2YbUC5AbnJSB3d9scHEaukn1WrIiF1Upa4mOaBEk3I2+rbeoU/mL9QwvUKfzF+oY4TqMYuaqakBpEBtOrrp1LWZhqFiVNOkJ2+N8ply9VyYdNPIjbyNTGoGQGBOnSv73ljXeoU/mL9QwvUKfzF+oYAM1W6eX4nHMFcVpgVCAABAsMcw2AC3EyvL6tmH0qNLKVIc9IO4Ejc/dfDqvF1A/5TNkdQFXxjSsy3nAAkXE4EfJjUxp56nTIKzTqpT0IAAzKuoXhTJN/MDElagiyX4jQJ0wAtKjyljpDaFaWgxvt4YLiC6vEYqVVGWzBKayr201Cihva3GowFIBmPcGnioEfyXNaXU7ASCGcaXUxAIQEXMhhYYflOB9pTilnEqFZAdadJgNSro1BTzlfaGsmdckHlIIb0ZrdMyu43y1E9SSLAW06V67E9RDuGYOePEAzl87K6vZgghS0QdQnUBYC/MPPE/EOFDMPTXW4lC3PzEXWxE2N7+WGp6K1gZ9aB7wcvRM+z9Q5WsPnk4N4hQRXaFIHYVJ7MDWbp7NrnuxMtCo3uVZ9ARaa223ILeXNbHP1C/rv7n+rBiZUVUdSM2CrNUDOQp1EeyhGwuYAFsQ0OGl6ZZnzkFimhyRaFEnlJYStjHyjYDAlfJBch/UL+u/uf6sS0/QjTtWP7n+rE1fLg09H8tOgs2oWfnLWBMTpmwGwjEwWHFTTmuVdMWh4GmWXcnqD44p0mwUms0An0F/rj+5/qx2n6DQQRWNv6H+rElfILRUFfXKilZARjy6NgFAEFpPnGGKdJWRnyQ+oSQdUS8EA+zeIt0HTEWQXuNf0FBmaxv/Q/NsMPoF/XfWn+rE2bywSCFzrCopYqhjTJ1QQI5pMQTtO+HZ2iKatSBzz6ZeaZBPMhXQpttEgDrfAkIHHoF31v7n+rCHoF/Xf3P9WH1aoZpjiFhssgEICpBPUtc95OEaIkMEz3TYwTpbUA07+87HDAb+oX9d/c/wBWH0/QYA/tZ/7P9WCuIBVqMCubfUpkJJUdqSvuK7+AGIGyvxTPGeJR2GksdZsTNNQIZeaB/lhxk45oTVwn9V/6z+7/AJ4X6sf1n93/ADxc5Y8i+17I9r2tvlePfhmboBo6HoZIP2YHJrVmTpQS0KU8AX6ZfqH+LC/QKfTL9Q/xYjztHmIliRuTgDO5pKVMs55R9Z8B3nC8TK9wjRhLRBzcJpgwcxTB2i0/+WAPSX4P/Xcq1BcyE1FZYJqsDqiNY3IGMXxL0rMkUwtMeAGqPFumBMj6ZZlK0BmAAkyR9sY51trTvFaeR2L/AI6yv3NV6NfBb+jqNVTnVK1CILUgoVoK9at5kd22KHhXwM0spXSs3E6dpENTVdUggiTW8cXlD0nqMPjDOudIYfWP6Qi/lgHOZBK8KG0AnlvyyegBFpFxEBhcdRjtp7bKack9dckc86WF2aB838FFGrWeqvE6QJbVZFOnuuKvlj0b0ZyIo60DioIUhgIBkvtc/fjyTifAsxl7nmX5wmB7wTHvAx6j6BMTlkJMnsk/8qmFOpOSs2TCEY3aRoquYVTBMYejyJGMN6WV6yZsuHdaaqhMPygAnVNMNLW7h0xf+iXEBVoklpIcqZkXgGAGAOxnbHLGUnNp6e8zsnRwwU1n+i8wsLHJxsc5nuM/tT5D7sLC4z+1PkPuwsUwKHO6QWB4fWrEKOfQpWpKrs2gk8pH94fJOCqNSi5AbJZoEnmmisAk6ySSBI1OSSBvq98I4jUEhKeTZTGgsrAgaPlKF5iWgbjr4YfluJ1O2Belk+yJAIE6lEtLT2dyRp5e+b4kVyfL8RFNqgXK5tJb2qaWdtXZy2lR0Cmb2nugyj0lAQM1DPqYBI0bEiY6TB5ZjfAVPidQ03mnkhUsaZIcrdySHApzASACNz3bBycVqDejkmva7Axq6/FRIWdusYBh/wCn7wKHEOv8380+J94G5i3SSmhwGIrQ+XclT+1AJTlA6N4d+KzJ8Wl0FWjlAhPOy6iQNJuqmnfmgR3E4su2otUbsZ/YvPZLD7rGmQJPdhS0HHUGoUwWARs8AVZlBJCLCqQkkdwGnfdsS0q8IZOdJqsUggalKgcyWGlTG4sZO3SNUAKKDnxp3ABCmABDGOuoGx6E9DiSjlgKK1tWdMwukj4z2tOplgGLSZtGGIgFWbRxGSSJvaS/jHydz85fdMGLu5Prq6V1adgQOTSpG7NGrfrjuZ4l2unkzqQDdU0z7Blo2N4A8GttjmXygqnQWziAgjmPL1EC1uXyHQdcACatzVH0Z3mnu5YIOlATIB09OhOImodmwE59pi4M6iwBDNEXEab90bY7WoQz0z6+dRYArdAIC2IgAHeD4++dc3FMUyudEsDq0ywlhbUpPLe/hOAAWjTAOn+XyYsYhSWPNymJJJJN9u8YIqUy9U09WdWEKBlMIdC+3JHtNqsepA7sEZSoFyzVJzTSglWBNZTHyUizX6d3hgOjnQqLQIzgct7RA1uQAxIYxqEb278AEJRQ5aOIEzBsb6uz5rQbW27m7sE0K2lgwXOkC+k3BkEXBMnvteffh9PJCply4qZ0HTBBLCqLRIQizRe33ziEVeYN/L4DREGCQ8SR807ztG2ADpQVKXaTnUdFCmJWo4g3i4N6hO9iv9HCy4A1f86gXVUk7HSQSL9fDuxPRbtnaufWqRphSUI0qwALaRI5gflAHeL47xg8uuc38YCQtHemNHzQN+4Gb+WAC8pCwN5IG+/vi04ZWeDgds0ERSdUaR7XtbfK7j+OM/xX0kVvIf7uemMa0opWkxRUp5RRPxTNIoJkmLk9Ce6+MJ6T8aFYKE2Ek3692NBU4wlRGVeo3sY+qcZTP5UySVhepQavey7geWOGtVT+GLyPQ2aioZtZlTUysoYiTvb/ADm+JchlAWAPU3IFz/vxxGOKUF9p2JFtIET4SJwclWtWfs0AoILErBfy7h9eOdt2Ox3sGmsrVBTUSEUjvvaCD0IjfElLJsakEqoNmJAiDuQg6ddPQ3U9MLL5Onl6ZCk9SSSNTHa/3YCyNMuW0iW+cTe9pMmI3xpGvKCtFHLUpqbuzdUWRaSqX1CL6tz7zuPAz0ucXvo8iiQgAXQkAbbvsMeU5jtUcKjsxnqd/d+OPUfRRWCAOQW7NJI23fbHbQrTm7SOerRUFdMrOLsa/t5asGOpJQNyLq0jVqXS53awYWG9jgTJ0W0U6Ry2aRQ6vqX2i5hNTk0wOUE906bg9d5hY6cKvi3mOOWHDfIwLcPpldSU82wIqoWV9TMUdBZgpjUZ5gRalabDB3DsvOd7U0MypLmWZhoEgxI0iQCWAMmAQJvpGwwsUQZ3jP7U+Q+7CwuM/tT5D7sLFMC7yP7JP7I+4YnxjaBqaVivW2GzLawPzcP+N+nr/vL/AIMFkJGvwsZH436ev+8v+DHNVT6et+8v+HCyC5r8VnEP2vy/2L+x7ftJ7Pj54oyan09f95f8OJMpUIaoalapAovLkglBKyVhd/cdsKVrFR1OaxOvVnxLRGk2vcR3Ssye/wA8E8NaNT684woqQVqD27ASB8o2mRa89b8y4osBRXOVC5bk5xrEKVKLa8aWJG4O+Js5VpNq/lrU9R0wHSx9kBdQMX7v88AgKPizVLZ3lOkiDrEIGJURLAkASIk4KYnLuW1ZurbUFN15iSBMdNu8CJ6STl8xSQtVOaLIoAbU6lBJMXjxAB6x1wQ3H6H0qnyM946eIjAAEMx8Q9RTmIJ9nSQ6AMZ0LE3An3jEWdzgQD/nDNPXKqxIBB6RGsHcdJ8MWy8XolO0FRdNpPdO0jce/DH49QAntU2mxknyA38sXjkFipGfVzytmysmnIFg2rRMAdCbk7Re8jEteuz1BTDZlTT1jUFhXhQbmI6iJ3v3ziyfjdAKGNVNJJAaeWVMEE7CDa+Gn0gy4MdqvXra0TJ6b/f3YTk3qBVUj8UCWzlqrSTq1j+jAXmSdrY5TPZ5cv2mccEqDImqugG4UL8qBP8Aa8xi4pccoNTNQVU0KASZEDVtPnhz8YogKS4GsalncjvjEgUecQ02gvnSAQAy8ysSkgkdACPrF97tWv8AEFS+dJ5WLBYYaBJAmYDRBWSTI75NwPSPLfTJ9e+1x37jbElbjdBFDNVUKSQDNuXe/QDv8R3jABnvScEJRCkhRTFjZugEjvvt5487z2ZZmN7bdRbfY49O9KTqUFbgpII6iZke7HmfFvijqiVNurEn7x7sedXVqj5nobO7wIKOUYgsLRfx88TnijwVB36gGTYYCXj2o6OZFiOaYFvrxJWpKhksI8ZAHn/l9mOWUM7WOlN3zIM4V1dqyguovHyo6kdTHXFpk8+gBZTKNcRErPyT16YzHEeKGqVVBAFrCJn/AH1+zFjw7hdRKYsTN7dMW6TUROUd4VXKtJ1NuYFut++18S5TiFOmJknpMrf39O+2BzkGvyG/hgT9WXc2Daj4W+zbBCF9R4oW1DH9JKSewAWAgQL/AFn/AGMeh+hfEHGUpMfaamC1pPt1NgSI3xieF/B9BmpfwNh7xucb2nR7NaaqTyoosY6sPx2x2UqdrtPM4a9SMlZBub9LUpuUepDKASOyqGJBYXFthiJvTakDp7W+0ClU3kLE7bkDfA/rFXaGkf1kW2JjUbbx3+dhw16s7PEwD2nTod7SPux0YZ8Tz7T4++hacL9IRmFJpuDpgMChBBKhgDJ3gjbBvrL96/u/54zy5irIBDDv+Mkj7b4dTr1CSDqAvB136RI+3BhnxFhqcQnP1Czyd/DwMYWIq3Ty/E45jU2RVVMsCSfV9UxJ7TSGkLLAHoBbfpHl3K5MK2n1cqpEa+1BgFSp5SZsFUf909DgqtVdUQonaGBI1KpjQbgsYmYHv6b4iTOVtQBy8KSAT2tMlQTBYjqAIMCTgeolocy3C6ZWWoBCdwW17W3kjYDEg4RS+YPrbu09/dhlHN1yGJy4WCIJqIwILhYIBHMFltxJgC+GVc9mPk5WDf2qtP8ApQYU+CmJ2bvGEUWKrAAGwEDyFsSZT23uB8S1yJAuu46jFdl83VIXXQKksFMOpABXUalphQRpg3JjvxYZdoaoeX9g/tAsu6+0ouw8BvhMcdSaoGCgrVyy1qS1HfTTlTEgH5wAnmi5nxxB+kJljVyRb+yZFyyyLnov39BgnI5xFeXfKqpUryDS5MgwZ2tMr3+RxA+YaRprZJpMGVg7hQNzMXt44ZIVVzQ7CmVqZT4ww506kq6VIIpgESQV2MwBGG1cytN9IfKqw0ipqWJYmLR52E21X9rHC7pWp06j5QCQQughgWYghCTEkERsTfCz1WKzrryoOtCRUQggE8stszEC3iMAEeSrO2lUrZMlhLKqQGK6dTATJgff5R2pm9fa9i+UKCDzKSQTKguo3GoC/dfpeMZhy4dMxkyxGkSt72GkgyNTkSDOwjElRKtGVaplE1C0pBYLvqAEQC3TacAC4hmPi6fZvlNDqCoYDS7SdTKbgLcHvme/DK2dAqSczlOUxpgWm5k3K2G+3fiaq9VBTHaZQI4hRoMdDywYjTN4G4xJRdHrlKTZXRbkCc5CxqEzBA1LBAsbYAHKjtSoAPltLwH0ryuN1FIExt0IPhGB/wBJgsYzGWKzyq4ghSbTttcePf3EVKnZmorVaCBQTSsA1Nocyw2gIR07+/A+YV6QBNXKAMvK7oBqvY2MESyzETPScAHcqwUazVypVkJRgoEEwoIj5JiTfv8AdDUzBXL89bKbsKbFRokKRUD9PbmSI7jvGGUc7qKjtsmCsgQnsggcoB2MkHTI6Ymz2bUhOyq5QIFkhllSWuxWNgU1Dfc3mcABHFTPZnlPILr7J/s+HdjM8U9HxU9k6byV6H/D92Nfm2pLTpmqZlQNYnTZZklbAf5DFaamX/8AcLBIAMGJOwnrOJnTU1aRUZuLujzfjXowRBKPA9/2r0xluI5f4wBrKLAdB0kgd+PcswtJFRjW5aglSEJBFuYkGw5hc9+Bjk8o6mp2lJgsX7OTc6QR4E9dvdjnjs+F5M6VtOVpK55pwXgWpktA+cfqPXG9y3DECjr5bYssrlMsxASrTlrABB9W+HLUoFXZa4IQgNCkxJgWnYwb7QJ2xSotbzOdZyd9AQ5FCI0j6hh2VyCrZVv9v1nBIr5Y/wDqUgxBixkwIMwb4Iq5qhpV1rLpVghIBPNAfn7rQb42UIowbZG2W0iT0YAj3TGIOJ07wBrGlbAxIv1+33YIGbpVGKpmELVDKggwxhmAB68oJt0GB89lyh0NzkKsxbV7RsD/ALtigVwY5WSvxRgePsxYW62k/fiNsubEUQbHZ7Du7gL9Yw00D0o9PniLbW8STif1FL8ov3TFpi3S2L0EPbILGnTYWF22375378JcmqmQsH390bbYa2SQqFiwBAEnrc3mcPp0QswInffpbE3Alq9PL8TjmO1enl+JxzAxjKXsr/ZH3DDsC0uI09K849kd/cPDDv0jT+ePt/LDadxLQircFou2plJMk+24uW1kgBoEtfBOWyq01CIIUbCSdzO5JO+I/wBI0/nj7fywv0jT+ePt/LCsxhOJMlGt5KAdi0l/YF19odR34C/SNP54+38sE8NzIZ30OgIotdhygysFp6YmSdio6j1rMG/acPgm4A+SOUmJ9oEERMW+qelw+o7dohybcukOqMYKtsIYixHmCMDvUPsh8gFDGwi/LJDC8c2o2vA88F0K1YIRTfJgSQImNTAmDpIAJJmwJPvnFCOPmD2bGo+TNZXUBiRCgEe2WuGB1RHWMNql3MCpkqlQ+yCs8wEg+0TaPEwN+5rozFubIu4kkMslQHBaSDsCI23AkyMKkdNRWc5EobyAFfooKkztJ+uLYQibO5KtckZONNi6N7UnSCSdvZPfM+BwTncvUC0zOX1KSGaopgAzAp7RfTY7xgb9JM+tjUyzUhdfbkNqDUi/cLST4SLYhzObrlYerkrqGCtqKmwIa52kEjyHuADqtBqopFPV6iC1SRKxYN2cTBiRBMXvgJqk1mFD1ORZCwOrVpkjl9qComDt5YmXPsqtNXKrTgqrJMipMgEGRAXf67DDA8CmwOSFW7E9CGM6qbWN0Nz1JwAScVVlK6jk11qBU7Ue2QQWCybgJqiZi04dn8rUfUR6qKIUaGZZKrEk35YkKR0geRApz7VEbXUyRcAdkdU6WIOqZ2MbR4zgirm6gp01Z8oNZYXJ0MmyhVJGowRI2wAQZXKVXl6fqjKxPN2ZNisHSQBNwu5Mjrth1eAE7J8mDAWGChdcaRpi+8CJn8Vlc7UCDs6uT0AqDuoUGQNjEk7WGBVcEklshGsE8p9mA5a53G/d4jABp6dLlAYLIABAFtuk9McfKITJRSYiSBth9L2RERA2293hh+ABnYrGmBG0QI8oxzsF+aPqHniTCwARJlkEQqiLCALDuHdhDKptpXv2HS4+o4lwsAEfq62GlbbWFvLHDlUPyV79huRBP1WxLhYAI/VlkHSsjYwLYz/Gf258h9xxpMZvjP7c+Q+44BoDzOpYhQxJEiYhTct4mOmBRnKlpoMJ6alOm3yiLC/WwuOu5WaVo5GWbXO0d2x+7vuNwKozHU0euwc+W8f7J3tgEPo5ioSJpFR1OtTFp2F97YKwIRW76X1P4eN+vUb4egqyNXZRN4DAx4XscABNXp5ficcx2r08vxOOYbA02R/ZJ/ZH3DE+IMj+yT+yPuGMvW9Ml7Z6emoulnAa2nkJU7NNzMW6CdsZVKmC2V7l06cp6bjX4WIMjmNdMN3/AJxifGiIFitzyk1YUKxNF4VvZJlLN4HbFlgKp/zK/wDTb/yTCloNa++BXZnhlbUezpZSJ1AuhktpMtbrqMd8TjhyGamyZQAPqgBwDBWGa3tBdUeMYv8AHIwZiBl4bTuTTQFwQ0ASdV2GqATJw2nwiisRSpgrYHSsiwG8TsB9WKnjvGBTYAFgxnSNgWGwk7k7Wn8Rlhxty1Q1S2im2qNUNrdZagAQNTL4AlQROxnPxcjRQbPQV4XSAIFKmA0ahoWDFhIi8Y7V4bSYANTQgCACosNoFrWtjy/9ZHo1tTUiSpg0/WGLCeayyFJ6bQBaBjWcJ9JTXp9oFq0zJEOFE+Ue0PH7MCqYtEKUHFXNH+jKUR2VOJLRoWJIgmI3ItOH+o0/mJYAeyNhsNumK2nxqAAQfEzgvL8TRuseZH54MbWqIJV4bSAIFOmAd+Vb+dr4cMlTjToSO7SIvvaMBcVzcU6bCqKQLC7dRBMfjFtumKv12saTOM5Rin7TCkYkrA5ZkyxFh1EdCMagXycKogQKVMAxYIsWuLR06YX6LowR2VOCII0LBG0G18VuV4qKuYULmKZVV5qYWGLBZJ1SYWHQx/sC5bij1KbxmqUoJbTTMrJKjfpaQY7veAaVVAAAEAWAGO4z1PPvUHZpmafaBySdBgiBAHQ3I23uJscR5zjemF9apIyDS5ZLF1BZyL7QCY6EG+ADS4WM63EHpxSqZqn2jldDaOhAWD0LM3N5d2+Ia/Eqiu6nN0wVIEGnYbb953m8D3HDsBqMLFNkM6xIY16box0LyFTquYHeRtHgeoMhvxQqOzbN0hUWrvpI5QQmll6nWReRPuOEBpcLGcyucqvS7Rc3SYKFLHsuWBpZogzcT5T4Y5R4qX1oM3SZmKohVYKtPNq3F7DABpMZvjP7c+Q+44hzPFnXUpzlJWUuL0oWQHYC5ltKxMWJTzGH8SaaoMgyq3Gx5TcDANA2ao6hAZ12MqQDtt1tP3Yg9Rf6apv81Nr2uPt8Ol8S50pA1wokRLdR423g27pF8ALlKHKNbG3KNbksDHQ3ewXed/HAIJ9QeP21TbfSu8bmRHjiXLUWUQzl/EgDoBFvG/vxE3C0/p7z7bTvq3nvHvwUBAjutgAdV6eX4nHMdq9PL8TjmGwNNkf2Sf2R9wx5pkr8Rqg3GurY7e2TtjmFjCrqvM69k0l5HonAv+Xp/wBnB+FhY2OaWrFgKr/zC/8ASb/yTCwsRU+Vijr74BuBsyx0NfofuwsLGFfVBuMxxJA70Q4DAZlI1Xj2+/FNk8u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8H6MEytaoys+mgNJA0dkoZpm45dh+eLqhSR2AKUU5ZJ0AifqxDkKVKjXNKqzMVADOW5ZiYCxsJiSevScXQy1JqmkOTymAp7h1MTjKW0JU22msr35cuzNY0njSTTztbnz7mXq54Bypp0wO801j7uuJqeYVhZKUf8ATXEGWyjZguQXKLeFIBYzZVmwJJiTYQTh+X4aGnTNOujwaRfUHXexMffB8JGOjxIxlgab3O26/H3vzMHCU1iTt+7E+cdqVJKoSgdbFABTuLQZlR4jyO+LDhtKlUSSlIGJnQsR5W+/E3FaavlVUKNWpgomRIBnSe7fu8umKVOHmiKYqhmNQSdLABFvESJLHfuEdcc9KpdNNttykl6N+S0NqkbZqySSb9TvEs9TU6USlJIHsL9vdjnbf1dP+Gv5YJX0TAYVQzOjAMoN3G1rCCfHBWa4fSSv2bCoQxVQQQNJYASbc1/cMU9qp2WFN5N9HZ+qMpbPVeV7ZpddPQpq+fCiTTpbx+zXfeNsScGavmCRRyva9G7OiCBeYLRAuBYkHB+R9GC+damgDTMK/saV9qrVIuEU2AEFmt0ONBkMgmazVGkBV7OmhiqGCQoBIqdko0Is9PHcY2jJPNaWuRhcVZ6lBxDg9WiVFSjTWfkmkuqIm1oIsbjbHKGcy0Q1OkWJiFUQPFj8kDv692L7i/GRV5Xl3o5RmLaujMxAHiaegyb388eaUcyO21IDpBuC0we6YGoz193fiaVTxJyptWtbPzLlBwipXvfcafNUGQy1KiF6sKa6QImzH2sOKrHsUh/8a/liOlxFqw55kbL18PfF4xNRp6bsJHTx8/t8sbuFiVNsBFd0aSlEBbgimsmL+MRjd+hHB8lmMualekrS5ClVI2JGy9LdcYzO0tQMW8Tf/Z8cbP4PRGSAsId9ul2EY5q8XCKa48eTNItSefvM0J9FOF/Qf3amF+qnC/oP7tTAea4UrOanbVELQCEqAAleWIA3vFvsxyhwYSjCvXYC4Bq8rXDS0AatvKCR1xgpSHYN/VThf0H92phfqpwv6D+7UxPhYeJ8QGU8jRoDTl10UzzRfc2Jg36YWJKvTy/E45gYiM8V7MGcvmHVQIenUJ1AJqkgsO4AadW422w9uLm0ZTNkA3moAQI+SO0OozaLDvIw2mmbF6aZVkIGgPRrBlGk7lUOoltPdad98PUZyD8VlOpBNKvvLELZBb2BP9oxsMTYB1Xi5CB1y2aJ1EFe05goUNIh4Mk6QJuQe4S/N8WK+zl80xgQe05brqgkVCRHsmxv32lwFftmPZZc0ui9lV1CFMX7Pq5AO8AWGBFOdVUBo5SobBm7OsJ3ltJSw2sJN8IZd8PZKtNXPbUyZ5KlRgwgkXAc7xPkRjB/DGyJSobvqLjmctpMC4BPu6fZjT0/W9YLUsrplQQKdawkaiD2dzGoAbWBMbYyPw2aOzy2hdPO08hX5I7wJxpT+ZCfA8uy+YIYambT10nmjeASO/DKpCMdMkm4JmdrR3TbphkYKrVF1GabAnaWMju+r8sd820sjLCrl36JDsaz064K9ooEEEAdQT3f/mD6nDBSZm7RXkaQqkzeLvc2Hd5Y5w/K9u3aOTq0yZN4A8BfEx4SwqCnpMtcSY7zJPSwP1Y5nS/scoyava6425/k1VT4cMle2jK3jZByaAMkioWK611QQRtM79MR52pFLKaWRmpA6grqSDIYAgGcRZzgZ30iW0wdXVienfAJIPTAw4BVAJ5SRMidioUkSevNt/RPhMw2fRt6Sb6p92VKtk0t6S6W7FlxjhqZh/WKWYporwWDNDoeo0iSfLvxJ6P0FFftg5FJVKfGMJkiBuOt+v3YrqPo5WmDpANtWoRaGB7yDIA8TiHPZaoiAdHY6QDdiLER5nCWzPwnRx3VrLkv2wdf+xVFHO9y49EFK9pTYgK4gEGYYGxBFvG3XBWZ4R2OpywdybRJbfcnpgTgGWdGGuIFhzA6jp1ggzcFTHd5XxbZ+mGXtAAICkmRPNsCO/rbbFKk1Vcoyyla+mqy9OZPipwwtaaA9esFyykspZXYm41c0iYB3xUcTzJzdOk1Ir2qjs6lMsFa1wy6jzDy7/DBNbJPVCkbM0AgjV1EkdwN/eO7FfwzLNSzNIIGFRoKyVIIZT9Ude6DjLwMMk081Jvre68jTxsSwtZWS6aF1ksypy6URU5qawSCdOonURq2IAtO18F52oDmAdSldStOoQAAAZM+GGZb0ZfSTNzcXW/tT9qkX69+IavBX0xFzbcdZH3g4r+NFfLLRSXrLN/dCVZ53W9fZWX2LjhHFPj8+mqmHrUqfYs5XQUG6EnlUupkatyZPTCzvEQqaHqIAN6FN0OvwqdidIXzM7gDqMdl8o1ZSlP5PKdUS0tCoD1gyb7fUMBHg5SqlOxLCY1cvyp5gNuU7Y2o0lGKi936yMZzxSbW8ucrmlqVcwzOoNeiygsQq6tonYDb7MU/Bc2lDMEuoqrpg6QCFIvKz7XWT42wWnBKslSEWeWdXKOXX9wHvnzw2tw16VOU0zBLGQSVidj1jmgbAHecQ4OE5TT1tkXjxRUXuD8rSTtCwIAJkXBCgmeg/wD2D7771JX0nVIUbAQCfdtjC8MzWhiT1gfb1m+LxOOlICyQSV8iL/XJ2x0zjKSTRldXsS8bzK0yY6WAH4eWNf8ABjTFXLIrXDVHn7WH2gY8xzlZq3sCQPaaQAAZ6z/l5749F+DgaMgmo7O1ye8nqe+RjLaFaEVz/THTau/I9CHoll5B0CQZBhbGZkWtufuwQOB0+9vrH5YzA4tSmNX2NG5Hdtbfyw7K8RSp7BLd9ja2rmnaxxyGppf0Ine31j8sQ5zhSIjMC0jvI/LFThYQHavTy/E45jtXp5ficcw2Bylw2q86MxVXqypVpnTKrCkMpKgRIFtzhUOCV6elRm68H2VNSlJIkmC1MlrdO4Yqs9w5akhso7tNnVGAYlFXWX7QQCGIFjs2xOJUy1M09HqeZ0MxeDRezFQpYj1iQdMAe8DrhMRaZvhlcLr9ZqIVRVLl008pN2BGnmJEmJ5QJ3mE8OrSJztXUVEfGUtiVEhdMHUVgEzu0bnFXRpU1LxkcxDreaFQltRNUq01jA1KvXcxA6vpcFpPWCtknU1ApL9nU0KzrrIJ7UABYCyBvaBFwZsRxI69Gmnr+b2q6tp2idr4quO+j9PPVadPM0xpVWZRqm8qOgHQ4MoejwRw6lAyiAdL2AUJsaseyAMM4gj9ouolzokdmsMIqUzNy0/lPumSuvaHHUpz8E2Q+j+0/niev8GWTcgskkCPd7sGUS3ZJT7DMFVIaWdS2+q7EzuYix22xEk6AewzYsLlxrsdjzHu3wKlB6yl1l3Kxtbl0XY7lvQHL040aljuOHP6D0GIYlyRsZuPI9MSU82yCoy5fMEiAVJBkaWf4sTBOo6T7u7EFdQhZBQzTqABykabIWsJA/o9RJjB4EN8n1l3DG+C6LsRf8Nsr3Nf+k35+Ax0/BzlZvrk/wBNr7W32sLeA7sFrLqKTUsyqhwdYfm31XIMkTaO7yw3M5f4sUTSzJWmYR1ca2ib6tQInvMe7Eukr6v6pdwxvgui7AzfBzlZJOuSSSdbbmxJv1Fj5Yjb4McmYBVjEwCxMTcwCbTgqvOYqU9dDMorAXDgKLMSKig2E26zIkWGBq3D1VJFHON2imSKnOs6zeW1SNhvGpes4Xhri/ql3DG+XRdh9X4Ocqw0tqInVdjM7TMzhn/DLKRGloMAjU0W2BE9MPfLCC/YZtomRrANzNhqBMQL9bTJAgrN5pqjScvX7rECNzPdPTf8JpUo72/ql3DG+C6IFofBvlUIKBlI2hjaffjh+DXKag8NqGx1GR5GbeQwS9PSyDscwQwGqGspdgDqg3iCSZ+ubEVaPJ2Zp1WUOTOsyZJ3JiRfYSAIxX8eL+WT+pr9i8R8ui7EFP0NpDZ38b/f7sMb0EoEQTU/eI+7zwXwfh4V2eKysQZDuWW+kmPKAB7/ABw8+jdO0NVHlUa9o90T0j6rYh0Usm39Uu4/EfLouxUJ8GWUWYDCbmGYTBkTfob443wYZMmSrE95ZpvveZ6n68XH6tUpB1VfH4xuaxHN32O222JcpwRKYcK1SHEGXYx7RlZ9k8xvheEuL+qXcMb5dEUf/DTKEbPEz7bbxE791sdHwbZQCIaIAjU2wMgROwOLqhwGmtN6cuVeJlyY0gAaei7TAthtD0eRHVw9UlY3cmYkwfC+35mX4S4v6pdwxvgui7FGvwW5IH2PHf7Yww/BVkDI7Pzve/ffGnpcMVar1Jcs+8sSBYDkB9n2RtgbL+jlNNJVqsrHNrJLQCBqneAf93wvCXF/VLuGN8uiKjL/AAZ5NFKosKdwNj59/vxzJcFo5Wr2KACnOohriWVjJ9+L7NcIFSprL1VtEK5AsZ6X8LH7b4pM7lRTcICxCqoBYksbNuTc4appO936tv8ALDFf/SHoagEH1UmxkahFhKxBkEzfpPXfFnQNDSNQpBoE6dpjp4YpsLGhBeTl/wChgTNMmrkFHRoaTftNXyQoiI8Z6dZtXYWADtXp5ficcx2r08vxOOYYCpZTNNelmCoJBZfin0DQAFXV7Bnmkgza288o8PzqBR60TMAFlpHVeRcmSSoi29zvcV1cZCT21SiHXmcFKt2IWZAqQ55Ba+3jdVsvw4JpavR0hma5rcpZdDEntpXlWPcfHCEaDhzZim5FaoKpIAVT2SkHmNtNzIB9ynuOLKnnWaYQGDBh1se49x2tjH5rLZBswUapTNbWlOAKuolYpKLVrhNceBLddWCuCekGTp0yKOYo01J1FSji5VTIDVNogWsCIwXA1Pb1Po/74/LGX9Ncw/xdiljcNvcd2NQEqn+cp/wz/wDZjL+myt8XqZTvEKR3d7GcTUV4tFx1MtmeLNTXUXqXIUAMZYkwFF9yf84AwqHFKjhpNRdLaSGaegMghiIhhis4o9GoHo1H7NkCuGnSVNyr0yfaII6eXXFVUFWv2VOujw1CWC05DOzaTc8tNggmW9nWYvGGkUlxNaMy/wA5v3j+eCKGZqfPf95vzxjavCtddiabw2ZS/MOSimvUD01VOUN3WGGZaqy5XR6vUYHL1KoQUm0NWqOxCsI2pzZW33AMKcEo5FQSWZ6Zk67aRLEm/wAqfxxN25idRjvm2PO+JcNATlpvGXyJRAVbmdyKYBW86Qmtl/pcwkkY5xMB6RyxoVmSm1CjSBpMQtOENSqIBBdrr3qAPZ5sc3hXzuKWtzWcWzRpguarKgGqdbQABJO+0YrKHF6jsVPbLyhhqbcEnoGJBtscc4xWSeyrGBWRrMQF0wAV1TAMNsO4kbYzuWzDhKdNu0q0jVdA4UlqlJFlAxHRmtqsCF3hsdFOPwmKNT603z2/eP54bV4mUgmow1MFHM12JgC3WcZLIcP1U8qOydB2j1n5WXTZmCjuksqjYwpi2OZLJjTk1ai8fGVGGg2ZrhDMBQDUPtQOTynXCOxs/XKnz3/eb88c9cf57/vN+eMqp7WvQZ6NTUKtRizI0IElKaAkQFgq5OxI3JsNKow8OaSJyDMvUqNs7+PMfzxYKrWl2t4tfzviPJ0dK33N8T43btkjhqVG3kcVmkyTHTmafffEYpN9I/7xt9uJcLE3ZnjaIFpvN6jR/ab7sdzVNiJV3B/tN+eJsU3pnmnp5DMPT9oUz1iAbE36hSSPHFKTbQ8TbKng3HKtZHqirUKGq6odTeysKDv1gt78dXjlRs7Ty4qvam9WpzNtGlRv3kt+7iD4L1R+GqNyruG8CTP/AIkHGa9Ec8x4pmzUI7VlZYUysK6yoI6AKAPAY7LJ4o8O5ailJvgbTiHHnp1aFMVGmpUMjUfZVCT16sV+3Gk4TVLICSTfqST178eXcbzR/SdCSCF0AQbjUTMj5Jk/VBx7D6D0Fak2oAxG48WxzbRFKF+fc2ozxTfl2AK+cqhyFol1DxYgHT2YbUC5AbnJSB3d9scHEaukn1WrIiF1Upa4mOaBEk3I2+rbeoU/mL9QwvUKfzF+oY4TqMYuaqakBpEBtOrrp1LWZhqFiVNOkJ2+N8ply9VyYdNPIjbyNTGoGQGBOnSv73ljXeoU/mL9QwvUKfzF+oYAM1W6eX4nHMFcVpgVCAABAsMcw2AC3EyvL6tmH0qNLKVIc9IO4Ejc/dfDqvF1A/5TNkdQFXxjSsy3nAAkXE4EfJjUxp56nTIKzTqpT0IAAzKuoXhTJN/MDElagiyX4jQJ0wAtKjyljpDaFaWgxvt4YLiC6vEYqVVGWzBKayr201Cihva3GowFIBmPcGnioEfyXNaXU7ASCGcaXUxAIQEXMhhYYflOB9pTilnEqFZAdadJgNSro1BTzlfaGsmdckHlIIb0ZrdMyu43y1E9SSLAW06V67E9RDuGYOePEAzl87K6vZgghS0QdQnUBYC/MPPE/EOFDMPTXW4lC3PzEXWxE2N7+WGp6K1gZ9aB7wcvRM+z9Q5WsPnk4N4hQRXaFIHYVJ7MDWbp7NrnuxMtCo3uVZ9ARaa223ILeXNbHP1C/rv7n+rBiZUVUdSM2CrNUDOQp1EeyhGwuYAFsQ0OGl6ZZnzkFimhyRaFEnlJYStjHyjYDAlfJBch/UL+u/uf6sS0/QjTtWP7n+rE1fLg09H8tOgs2oWfnLWBMTpmwGwjEwWHFTTmuVdMWh4GmWXcnqD44p0mwUms0An0F/rj+5/qx2n6DQQRWNv6H+rElfILRUFfXKilZARjy6NgFAEFpPnGGKdJWRnyQ+oSQdUS8EA+zeIt0HTEWQXuNf0FBmaxv/Q/NsMPoF/XfWn+rE2bywSCFzrCopYqhjTJ1QQI5pMQTtO+HZ2iKatSBzz6ZeaZBPMhXQpttEgDrfAkIHHoF31v7n+rCHoF/Xf3P9WH1aoZpjiFhssgEICpBPUtc95OEaIkMEz3TYwTpbUA07+87HDAb+oX9d/c/wBWH0/QYA/tZ/7P9WCuIBVqMCubfUpkJJUdqSvuK7+AGIGyvxTPGeJR2GksdZsTNNQIZeaB/lhxk45oTVwn9V/6z+7/AJ4X6sf1n93/ADxc5Y8i+17I9r2tvlePfhmboBo6HoZIP2YHJrVmTpQS0KU8AX6ZfqH+LC/QKfTL9Q/xYjztHmIliRuTgDO5pKVMs55R9Z8B3nC8TK9wjRhLRBzcJpgwcxTB2i0/+WAPSX4P/Xcq1BcyE1FZYJqsDqiNY3IGMXxL0rMkUwtMeAGqPFumBMj6ZZlK0BmAAkyR9sY51trTvFaeR2L/AI6yv3NV6NfBb+jqNVTnVK1CILUgoVoK9at5kd22KHhXwM0spXSs3E6dpENTVdUggiTW8cXlD0nqMPjDOudIYfWP6Qi/lgHOZBK8KG0AnlvyyegBFpFxEBhcdRjtp7bKack9dckc86WF2aB838FFGrWeqvE6QJbVZFOnuuKvlj0b0ZyIo60DioIUhgIBkvtc/fjyTifAsxl7nmX5wmB7wTHvAx6j6BMTlkJMnsk/8qmFOpOSs2TCEY3aRoquYVTBMYejyJGMN6WV6yZsuHdaaqhMPygAnVNMNLW7h0xf+iXEBVoklpIcqZkXgGAGAOxnbHLGUnNp6e8zsnRwwU1n+i8wsLHJxsc5nuM/tT5D7sLC4z+1PkPuwsUwKHO6QWB4fWrEKOfQpWpKrs2gk8pH94fJOCqNSi5AbJZoEnmmisAk6ySSBI1OSSBvq98I4jUEhKeTZTGgsrAgaPlKF5iWgbjr4YfluJ1O2Belk+yJAIE6lEtLT2dyRp5e+b4kVyfL8RFNqgXK5tJb2qaWdtXZy2lR0Cmb2nugyj0lAQM1DPqYBI0bEiY6TB5ZjfAVPidQ03mnkhUsaZIcrdySHApzASACNz3bBycVqDejkmva7Axq6/FRIWdusYBh/wCn7wKHEOv8380+J94G5i3SSmhwGIrQ+XclT+1AJTlA6N4d+KzJ8Wl0FWjlAhPOy6iQNJuqmnfmgR3E4su2otUbsZ/YvPZLD7rGmQJPdhS0HHUGoUwWARs8AVZlBJCLCqQkkdwGnfdsS0q8IZOdJqsUggalKgcyWGlTG4sZO3SNUAKKDnxp3ABCmABDGOuoGx6E9DiSjlgKK1tWdMwukj4z2tOplgGLSZtGGIgFWbRxGSSJvaS/jHydz85fdMGLu5Prq6V1adgQOTSpG7NGrfrjuZ4l2unkzqQDdU0z7Blo2N4A8GttjmXygqnQWziAgjmPL1EC1uXyHQdcACatzVH0Z3mnu5YIOlATIB09OhOImodmwE59pi4M6iwBDNEXEab90bY7WoQz0z6+dRYArdAIC2IgAHeD4++dc3FMUyudEsDq0ywlhbUpPLe/hOAAWjTAOn+XyYsYhSWPNymJJJJN9u8YIqUy9U09WdWEKBlMIdC+3JHtNqsepA7sEZSoFyzVJzTSglWBNZTHyUizX6d3hgOjnQqLQIzgct7RA1uQAxIYxqEb278AEJRQ5aOIEzBsb6uz5rQbW27m7sE0K2lgwXOkC+k3BkEXBMnvteffh9PJCply4qZ0HTBBLCqLRIQizRe33ziEVeYN/L4DREGCQ8SR807ztG2ADpQVKXaTnUdFCmJWo4g3i4N6hO9iv9HCy4A1f86gXVUk7HSQSL9fDuxPRbtnaufWqRphSUI0qwALaRI5gflAHeL47xg8uuc38YCQtHemNHzQN+4Gb+WAC8pCwN5IG+/vi04ZWeDgds0ERSdUaR7XtbfK7j+OM/xX0kVvIf7uemMa0opWkxRUp5RRPxTNIoJkmLk9Ce6+MJ6T8aFYKE2Ek3692NBU4wlRGVeo3sY+qcZTP5UySVhepQavey7geWOGtVT+GLyPQ2aioZtZlTUysoYiTvb/ADm+JchlAWAPU3IFz/vxxGOKUF9p2JFtIET4SJwclWtWfs0AoILErBfy7h9eOdt2Ox3sGmsrVBTUSEUjvvaCD0IjfElLJsakEqoNmJAiDuQg6ddPQ3U9MLL5Onl6ZCk9SSSNTHa/3YCyNMuW0iW+cTe9pMmI3xpGvKCtFHLUpqbuzdUWRaSqX1CL6tz7zuPAz0ucXvo8iiQgAXQkAbbvsMeU5jtUcKjsxnqd/d+OPUfRRWCAOQW7NJI23fbHbQrTm7SOerRUFdMrOLsa/t5asGOpJQNyLq0jVqXS53awYWG9jgTJ0W0U6Ry2aRQ6vqX2i5hNTk0wOUE906bg9d5hY6cKvi3mOOWHDfIwLcPpldSU82wIqoWV9TMUdBZgpjUZ5gRalabDB3DsvOd7U0MypLmWZhoEgxI0iQCWAMmAQJvpGwwsUQZ3jP7U+Q+7CwuM/tT5D7sLFMC7yP7JP7I+4YnxjaBqaVivW2GzLawPzcP+N+nr/vL/AIMFkJGvwsZH436ev+8v+DHNVT6et+8v+HCyC5r8VnEP2vy/2L+x7ftJ7Pj54oyan09f95f8OJMpUIaoalapAovLkglBKyVhd/cdsKVrFR1OaxOvVnxLRGk2vcR3Ssye/wA8E8NaNT684woqQVqD27ASB8o2mRa89b8y4osBRXOVC5bk5xrEKVKLa8aWJG4O+Js5VpNq/lrU9R0wHSx9kBdQMX7v88AgKPizVLZ3lOkiDrEIGJURLAkASIk4KYnLuW1ZurbUFN15iSBMdNu8CJ6STl8xSQtVOaLIoAbU6lBJMXjxAB6x1wQ3H6H0qnyM946eIjAAEMx8Q9RTmIJ9nSQ6AMZ0LE3An3jEWdzgQD/nDNPXKqxIBB6RGsHcdJ8MWy8XolO0FRdNpPdO0jce/DH49QAntU2mxknyA38sXjkFipGfVzytmysmnIFg2rRMAdCbk7Re8jEteuz1BTDZlTT1jUFhXhQbmI6iJ3v3ziyfjdAKGNVNJJAaeWVMEE7CDa+Gn0gy4MdqvXra0TJ6b/f3YTk3qBVUj8UCWzlqrSTq1j+jAXmSdrY5TPZ5cv2mccEqDImqugG4UL8qBP8Aa8xi4pccoNTNQVU0KASZEDVtPnhz8YogKS4GsalncjvjEgUecQ02gvnSAQAy8ysSkgkdACPrF97tWv8AEFS+dJ5WLBYYaBJAmYDRBWSTI75NwPSPLfTJ9e+1x37jbElbjdBFDNVUKSQDNuXe/QDv8R3jABnvScEJRCkhRTFjZugEjvvt5487z2ZZmN7bdRbfY49O9KTqUFbgpII6iZke7HmfFvijqiVNurEn7x7sedXVqj5nobO7wIKOUYgsLRfx88TnijwVB36gGTYYCXj2o6OZFiOaYFvrxJWpKhksI8ZAHn/l9mOWUM7WOlN3zIM4V1dqyguovHyo6kdTHXFpk8+gBZTKNcRErPyT16YzHEeKGqVVBAFrCJn/AH1+zFjw7hdRKYsTN7dMW6TUROUd4VXKtJ1NuYFut++18S5TiFOmJknpMrf39O+2BzkGvyG/hgT9WXc2Daj4W+zbBCF9R4oW1DH9JKSewAWAgQL/AFn/AGMeh+hfEHGUpMfaamC1pPt1NgSI3xieF/B9BmpfwNh7xucb2nR7NaaqTyoosY6sPx2x2UqdrtPM4a9SMlZBub9LUpuUepDKASOyqGJBYXFthiJvTakDp7W+0ClU3kLE7bkDfA/rFXaGkf1kW2JjUbbx3+dhw16s7PEwD2nTod7SPux0YZ8Tz7T4++hacL9IRmFJpuDpgMChBBKhgDJ3gjbBvrL96/u/54zy5irIBDDv+Mkj7b4dTr1CSDqAvB136RI+3BhnxFhqcQnP1Czyd/DwMYWIq3Ty/E45jU2RVVMsCSfV9UxJ7TSGkLLAHoBbfpHl3K5MK2n1cqpEa+1BgFSp5SZsFUf909DgqtVdUQonaGBI1KpjQbgsYmYHv6b4iTOVtQBy8KSAT2tMlQTBYjqAIMCTgeolocy3C6ZWWoBCdwW17W3kjYDEg4RS+YPrbu09/dhlHN1yGJy4WCIJqIwILhYIBHMFltxJgC+GVc9mPk5WDf2qtP8ApQYU+CmJ2bvGEUWKrAAGwEDyFsSZT23uB8S1yJAuu46jFdl83VIXXQKksFMOpABXUalphQRpg3JjvxYZdoaoeX9g/tAsu6+0ouw8BvhMcdSaoGCgrVyy1qS1HfTTlTEgH5wAnmi5nxxB+kJljVyRb+yZFyyyLnov39BgnI5xFeXfKqpUryDS5MgwZ2tMr3+RxA+YaRprZJpMGVg7hQNzMXt44ZIVVzQ7CmVqZT4ww506kq6VIIpgESQV2MwBGG1cytN9IfKqw0ipqWJYmLR52E21X9rHC7pWp06j5QCQQughgWYghCTEkERsTfCz1WKzrryoOtCRUQggE8stszEC3iMAEeSrO2lUrZMlhLKqQGK6dTATJgff5R2pm9fa9i+UKCDzKSQTKguo3GoC/dfpeMZhy4dMxkyxGkSt72GkgyNTkSDOwjElRKtGVaplE1C0pBYLvqAEQC3TacAC4hmPi6fZvlNDqCoYDS7SdTKbgLcHvme/DK2dAqSczlOUxpgWm5k3K2G+3fiaq9VBTHaZQI4hRoMdDywYjTN4G4xJRdHrlKTZXRbkCc5CxqEzBA1LBAsbYAHKjtSoAPltLwH0ryuN1FIExt0IPhGB/wBJgsYzGWKzyq4ghSbTttcePf3EVKnZmorVaCBQTSsA1Nocyw2gIR07+/A+YV6QBNXKAMvK7oBqvY2MESyzETPScAHcqwUazVypVkJRgoEEwoIj5JiTfv8AdDUzBXL89bKbsKbFRokKRUD9PbmSI7jvGGUc7qKjtsmCsgQnsggcoB2MkHTI6Ymz2bUhOyq5QIFkhllSWuxWNgU1Dfc3mcABHFTPZnlPILr7J/s+HdjM8U9HxU9k6byV6H/D92Nfm2pLTpmqZlQNYnTZZklbAf5DFaamX/8AcLBIAMGJOwnrOJnTU1aRUZuLujzfjXowRBKPA9/2r0xluI5f4wBrKLAdB0kgd+PcswtJFRjW5aglSEJBFuYkGw5hc9+Bjk8o6mp2lJgsX7OTc6QR4E9dvdjnjs+F5M6VtOVpK55pwXgWpktA+cfqPXG9y3DECjr5bYssrlMsxASrTlrABB9W+HLUoFXZa4IQgNCkxJgWnYwb7QJ2xSotbzOdZyd9AQ5FCI0j6hh2VyCrZVv9v1nBIr5Y/wDqUgxBixkwIMwb4Iq5qhpV1rLpVghIBPNAfn7rQb42UIowbZG2W0iT0YAj3TGIOJ07wBrGlbAxIv1+33YIGbpVGKpmELVDKggwxhmAB68oJt0GB89lyh0NzkKsxbV7RsD/ALtigVwY5WSvxRgePsxYW62k/fiNsubEUQbHZ7Du7gL9Yw00D0o9PniLbW8STif1FL8ov3TFpi3S2L0EPbILGnTYWF22375378JcmqmQsH390bbYa2SQqFiwBAEnrc3mcPp0QswInffpbE3Alq9PL8TjmO1enl+JxzAxjKXsr/ZH3DDsC0uI09K849kd/cPDDv0jT+ePt/LDadxLQircFou2plJMk+24uW1kgBoEtfBOWyq01CIIUbCSdzO5JO+I/wBI0/nj7fywv0jT+ePt/LCsxhOJMlGt5KAdi0l/YF19odR34C/SNP54+38sE8NzIZ30OgIotdhygysFp6YmSdio6j1rMG/acPgm4A+SOUmJ9oEERMW+qelw+o7dohybcukOqMYKtsIYixHmCMDvUPsh8gFDGwi/LJDC8c2o2vA88F0K1YIRTfJgSQImNTAmDpIAJJmwJPvnFCOPmD2bGo+TNZXUBiRCgEe2WuGB1RHWMNql3MCpkqlQ+yCs8wEg+0TaPEwN+5rozFubIu4kkMslQHBaSDsCI23AkyMKkdNRWc5EobyAFfooKkztJ+uLYQibO5KtckZONNi6N7UnSCSdvZPfM+BwTncvUC0zOX1KSGaopgAzAp7RfTY7xgb9JM+tjUyzUhdfbkNqDUi/cLST4SLYhzObrlYerkrqGCtqKmwIa52kEjyHuADqtBqopFPV6iC1SRKxYN2cTBiRBMXvgJqk1mFD1ORZCwOrVpkjl9qComDt5YmXPsqtNXKrTgqrJMipMgEGRAXf67DDA8CmwOSFW7E9CGM6qbWN0Nz1JwAScVVlK6jk11qBU7Ue2QQWCybgJqiZi04dn8rUfUR6qKIUaGZZKrEk35YkKR0geRApz7VEbXUyRcAdkdU6WIOqZ2MbR4zgirm6gp01Z8oNZYXJ0MmyhVJGowRI2wAQZXKVXl6fqjKxPN2ZNisHSQBNwu5Mjrth1eAE7J8mDAWGChdcaRpi+8CJn8Vlc7UCDs6uT0AqDuoUGQNjEk7WGBVcEklshGsE8p9mA5a53G/d4jABp6dLlAYLIABAFtuk9McfKITJRSYiSBth9L2RERA2293hh+ABnYrGmBG0QI8oxzsF+aPqHniTCwARJlkEQqiLCALDuHdhDKptpXv2HS4+o4lwsAEfq62GlbbWFvLHDlUPyV79huRBP1WxLhYAI/VlkHSsjYwLYz/Gf258h9xxpMZvjP7c+Q+44BoDzOpYhQxJEiYhTct4mOmBRnKlpoMJ6alOm3yiLC/WwuOu5WaVo5GWbXO0d2x+7vuNwKozHU0euwc+W8f7J3tgEPo5ioSJpFR1OtTFp2F97YKwIRW76X1P4eN+vUb4egqyNXZRN4DAx4XscABNXp5ficcx2r08vxOOYbA02R/ZJ/ZH3DE+IMj+yT+yPuGMvW9Ml7Z6emoulnAa2nkJU7NNzMW6CdsZVKmC2V7l06cp6bjX4WIMjmNdMN3/AJxifGiIFitzyk1YUKxNF4VvZJlLN4HbFlgKp/zK/wDTb/yTCloNa++BXZnhlbUezpZSJ1AuhktpMtbrqMd8TjhyGamyZQAPqgBwDBWGa3tBdUeMYv8AHIwZiBl4bTuTTQFwQ0ASdV2GqATJw2nwiisRSpgrYHSsiwG8TsB9WKnjvGBTYAFgxnSNgWGwk7k7Wn8Rlhxty1Q1S2im2qNUNrdZagAQNTL4AlQROxnPxcjRQbPQV4XSAIFKmA0ahoWDFhIi8Y7V4bSYANTQgCACosNoFrWtjy/9ZHo1tTUiSpg0/WGLCeayyFJ6bQBaBjWcJ9JTXp9oFq0zJEOFE+Ue0PH7MCqYtEKUHFXNH+jKUR2VOJLRoWJIgmI3ItOH+o0/mJYAeyNhsNumK2nxqAAQfEzgvL8TRuseZH54MbWqIJV4bSAIFOmAd+Vb+dr4cMlTjToSO7SIvvaMBcVzcU6bCqKQLC7dRBMfjFtumKv12saTOM5Rin7TCkYkrA5ZkyxFh1EdCMagXycKogQKVMAxYIsWuLR06YX6LowR2VOCII0LBG0G18VuV4qKuYULmKZVV5qYWGLBZJ1SYWHQx/sC5bij1KbxmqUoJbTTMrJKjfpaQY7veAaVVAAAEAWAGO4z1PPvUHZpmafaBySdBgiBAHQ3I23uJscR5zjemF9apIyDS5ZLF1BZyL7QCY6EG+ADS4WM63EHpxSqZqn2jldDaOhAWD0LM3N5d2+Ia/Eqiu6nN0wVIEGnYbb953m8D3HDsBqMLFNkM6xIY16box0LyFTquYHeRtHgeoMhvxQqOzbN0hUWrvpI5QQmll6nWReRPuOEBpcLGcyucqvS7Rc3SYKFLHsuWBpZogzcT5T4Y5R4qX1oM3SZmKohVYKtPNq3F7DABpMZvjP7c+Q+44hzPFnXUpzlJWUuL0oWQHYC5ltKxMWJTzGH8SaaoMgyq3Gx5TcDANA2ao6hAZ12MqQDtt1tP3Yg9Rf6apv81Nr2uPt8Ol8S50pA1wokRLdR423g27pF8ALlKHKNbG3KNbksDHQ3ewXed/HAIJ9QeP21TbfSu8bmRHjiXLUWUQzl/EgDoBFvG/vxE3C0/p7z7bTvq3nvHvwUBAjutgAdV6eX4nHMdq9PL8TjmGwNNkf2Sf2R9wx5pkr8Rqg3GurY7e2TtjmFjCrqvM69k0l5HonAv+Xp/wBnB+FhY2OaWrFgKr/zC/8ASb/yTCwsRU+Vijr74BuBsyx0NfofuwsLGFfVBuMxxJA70Q4DAZlI1Xj2+/FNk8uoq5xgqg+sm8CbgE38SThYWCrp74GlN5GbyeXU1bqpjaQLe1tjdZQzTWe4YWFjWGvvkEybCwsLGpkaHh1MNRSQD5iepwSaKxGkRERAjyjHMLAAkoKDIVQe8AT9eGUKKjVCgXjYbRMfWT9eFhYAHLlkEQqiNoAt/uBhNlUO6KfcOtsLCwgHGgpMlRPfA6XH1HHDl1mdKyesDy+4D6sLCwwEaQEWFja21ot3Wthq5VPmLuTsNyZJ8yb4WFhAd9VSCulYIgiBBHcR3Y5TorJsPanYbwL4WFgA62WQ7qp9w8vuxQcYHx58h9xxzCwDQzNUVNioIhTBAiY3jvwMcmkHkW23KLb7d2FhYvcPgSML4WFhYklHavTy/E45hYWGwP/Z" width="320" /></a>“Diego no conocía el mar. El padre, Santiago Kovadloff, lo
llevó a descubrirla. Viajaron al sur. Ella, la mar, estaba más allá de los
altos médanos, esperando. Cuando el niño y su padre alcanzaron por fin aquellas
cumbres de arena, después de mucho caminar, la mar estalló ante sus ojos.
Y fue tanta la inmensidad de la mar, y tanto su fulgor, que el niño quedó mudo
de la hermosura. Y cuando por fin consiguió hablar, temblando,
tartamudeando, pidió a su padre:¡Ayúdame a mirar!."<o:p></o:p></div>
<div class="MsoNormal">
Sabemos que nuestra tarea docente es enseñar, hacer que
nuestros alumnos pongan interés en lo que enseñamos y que aprendan... pero...<o:p></o:p></div>
<div class="MsoNormal">
¿Con qué herramientas contamos para crear conocimiento?<o:p></o:p></div>
<div class="MsoNormal">
¿Cuándo usar esas herramientas?<o:p></o:p></div>
<div class="MsoNormal">
¿La tecnología nos ayuda a simplificar nuestras tareas en la
enseñanza?<o:p></o:p></div>
<div class="MsoNormal">
¿Por qué usar tecnología al diseñar nuestras actividades?<o:p></o:p></div>
<div class="MsoNormal">
<a href="https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcQYURaTdryQ0ROfApMLwf3X0uTB1BAlaYN6aabUIHkuFQqICqIW" imageanchor="1"><img border="0" height="239" src="https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcQYURaTdryQ0ROfApMLwf3X0uTB1BAlaYN6aabUIHkuFQqICqIW" width="320" /></a>
</div>Anonymoushttp://www.blogger.com/profile/13932972287078383081noreply@blogger.com0