tag:blogger.com,1999:blog-19448567589421513372024-03-13T23:41:05.507-07:00Portafolio/ Desarrollo del PensamientoPor favor si te sirvió el contenido del blogg haslo saber... estamos para ayudarte. Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.comBlogger38125tag:blogger.com,1999:blog-1944856758942151337.post-34509251551064097932012-12-21T07:05:00.000-08:002012-12-21T07:05:00.329-08:00<br />
<span style="font-size: large;"><b>Lección 19:</b></span><br />
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<b><span style="font-size: large;">Aplicación de los argumentos convincentes en la solución de controversias.</span></b></div>
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En esta lección conocimos las ideas secuenciasles para avanzar en la solución de controversias basada en la formulación de argumentos., para realizar ideas secuenciales primero debemos identificar que estas sustenten nuestro punto de vista y los argumentos que elaboremos tienen que ser válidos, después tenemos que escuchar los argumentos del contrario para luego analizar si estos argumentos son verdaderos para luego aplicar los procesos de considerar extremos, variables, alternativas, consecuencias y otros puntos de vista, tenemos que evitar las discuciones sin sentido que no lleven a resultados útiles y evitar mantener diálogos sobre variables diferentes.<br />
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<b><span style="font-size: large;">Práctica 1:</span></b> <b>Un grupo de directores de escuela planteó que debería suspenderse el uso del uniforme. Suponiendo que formas parte de ese grupo, genera ideas a favor y en contra de ese planteamiento y genera dos argumentos que reflejen las dos posiciones contrapuestas. </b><br />
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<b>Ideas y aseveraciones a favor del planteamiento.</b><br />
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<ul>
<li>Los estudiantes fueran sin el uniforme mas cómodos</li>
<li>Su momento en la escuela sería mas agradable.</li>
<li>Podría salir para otro lugar luego de clases.</li>
</ul>
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<b>Argumento a favor del planteamiento:</b><br />
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Si los estudiantes fueran sin el uniforme fueran cómodos su momento sería mas agradable y podría salir para otro lugar luego de clases.<br />
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<b>Ideas y aseveraciones en contra del planteamiento:</b><br />
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<ul>
<li>Al eliminar el uniforme implica mas gastos en ropa diaria </li>
<li>Habría mas ropa que lavar </li>
<li>Llegaría mas cansado de clases </li>
</ul>
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<b>Argumento en contra del planteamiento:</b><br />
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Al eliminar el uniforme también implicaría mas gastos en ropa diaria, habría mas ropa que lavar y llegaría mas cansado de clases.<br />
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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-62131816917195992422012-12-21T07:02:00.001-08:002012-12-21T07:02:09.905-08:00<br />
<span style="font-size: large;"><b>Lección 18:</b></span><br />
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<b><span style="font-size: large;">Argumentos convincentes.</span></b></div>
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Una manera de como mostrar nuestros puntos de vista es formando o creando un argumento, un argumento es un conjunto de ideas que sustentan un punto de vista ante un hecho o alguna situación, también el argumento se utiliza para tratar de convencer a otras personas y que estas personas acepten el punto de vista de la otra persona, recordemos que un argumento esta formado por 3 o mas aseveraciones, los elementos claves o esenciales de un argumento convincente es el propósito, la aseveración clave y la aseveración de respaldo, el propósito es la idea que deseamos apoyar, la aseveración clave es el planteamiento o punto de vista que se desea sustentar y por ultimo la aseveración clave es la que sustenta el punto de vista planteado en la aseveración clave.<br />
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<b><span style="font-size: large;">Práctica 1:</span></b> <b>Supone que esta aseveración es la clave . Elaborar dos aseveraciones de respaldo que le den sustento a la aseveración clave, y luego formula el argumento correspondiente.</b><br />
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<b>Aseveración clave:</b><br />
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"El deporte contribuye a mantener el buen estado físico de las personas".<br />
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<b>Aseveraciones de Respaldo:</b><br />
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<ul>
<li>El hacer deporte llega a que tu cuerpo tenga una buena salud.</li>
<li>El deporte es bueno para la agilidad mental </li>
</ul>
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<b>Argumento:</b><br />
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El deporte contribuye a mantener el buen estado físico de las personas y el hacer deporte llega a que tu cuerpo tenga una buena salud y el deporte es bueno para mejorar la agilidad mental.<br />
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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-69472744892384469482012-12-21T06:59:00.000-08:002012-12-21T06:59:14.613-08:00<br />
<span style="font-size: large;"><b>Lección 17:</b></span><br />
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<b><span style="font-size: large;"><br /></span></b></div>
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<b><span style="font-size: large;">Aseveraciones Basadas en dichos o Refranes y en creencias.</span></b></div>
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Las aseveraciones basadas en dichos o refranes son aseveraciones predeterminadas la mayoría de las personas la usa para poder llegar a que la otra persona entienda o para transmitir mensajes, algunos de estos dichos o refranes son reflexiones, advertencias o unos consejos, para que la otra persona comprenda y llegue a entender, pero estos refranes no nos garantiza su veracidad o si son reales o falsos.<br />
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<span style="font-size: large;"><b><br /></b></span>
<span style="font-size: large;"><b>Práctica 1: </b></span><b>Explica el significado de los siguientes refranes o dichos.</b><br />
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<b>El que persevera alcanza. </b> Significa que la persona que no se rinde cumple y logra sus metas<br />
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<b>El que siembra cosecha.</b> Nos dice que si nos proponemos metas y las seguimos saldremos victorioso con algo bueno.<br />
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<b>Crea fama y échate a dormir </b> Nos trata de explicar que la gente cuando llega ser famoso se hace vago y no realiza nada.<br />
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-9485925809078682552012-12-21T06:55:00.001-08:002012-12-21T06:55:27.621-08:00<br />
<b><span style="font-size: large;">Lección 16:</span></b><br />
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<span style="font-size: large;"><b>Uso de las Aseveraciones para dar evidencias a favor o en contra de opiniones o punto de vista.</b></span></div>
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<div style="text-align: justify;">
En esta lección recordamos lo que es una aseveración, la aseveración es un vinculo entre dos clases pero también entendimos que cuando una personas opina sobre algo puede estar a favor o en contra de esa idea, todos depende del punto de vista de la persona y si esta concuerda con algunos aspectos, pero estar a favor o en contra se refiere a una idea relevante y si se llega a salir del tema o dice algo que no tenga que ver con la idea esta es una idea irrelevante.</div>
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<b><span style="font-size: large;">Práctica 1: </span>Se propone que los alumnos que más rinden en la escuela disfruten de vacaciones más largas y que le dediquen algún tiempo para ayudar a los niños de menor rendimiento. Genera argumentos en favor y en contra de este planteamiento.</b></div>
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<b>Aseveraciones a favor.</b></div>
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El avance académico sería al ritmo de los estudiantes que no entienden.</div>
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El rendimiento académico se nivelaría </div>
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<b>Aseveraciones en contra.</b></div>
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Los niños mas adelantados no disfrutarían de sus vacaciones.</div>
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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-60875266298957647592012-12-21T06:53:00.000-08:002012-12-21T06:53:09.445-08:00<br />
<span style="font-size: large;"><b>Lección 15:</b></span><br />
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<span style="font-size: large;"> Aseveraciones Universales y Particulares</span></div>
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Recordemos que las aseveraciones son o es todo enunciado en donde se pone un vínculo o existe una relación entre dos clases también existen palabras que se les dice cuantificadores estas palabras son Todos, todas, ningún, ninguna, estas son aseveraciones particulares y las aseveraciones particulares llevan las siguientes palabras: algún, algunos, algunas o o alguna., existen este tipos de aseveraciones las universales se refiere a los elementos situaciones o características, las aseveraciones particulares se refiere a algunos elementos no todos solo algunos, situaciones o características.<br />
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<b><span style="font-size: large;">Práctica 1:</span></b> Elabora dos aseveraciones de cada uno de los tipos que se indican a continuación.<br />
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<b>1.- Universal y Positiva.</b><br />
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<ul>
<li> Todos los celulares reciben llamadas.</li>
<li>Todos los jugadores de fútbol se cansan rápido.</li>
</ul>
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<b>2.- Universal y negativa.</b><br />
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<ul>
<li>Ningún amigo te dice mentiras.</li>
<li>Ninguna fiesta empieza temprano.</li>
</ul>
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<b>3.- Particular y positiva.</b><br />
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<li>Algunas personas son de carácter nervioso.</li>
<li>Algunos migrantes tienen problemas para viajar.</li>
</ul>
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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-75070790434600545602012-12-19T08:08:00.000-08:002012-12-19T08:08:09.578-08:00<br />
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" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: large;"><b>Lección 14:</b></span><br />
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<b><span style="font-size: large;">Aseveraciones Basadas en Hechos, en opiniones o conjeturas y en relaciones de Causa y Efecto.</span></b></div>
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Las aseveraciones Recordemos las relaciones de causa y efecto que toda causa produce un efecto y que todo efecto es producida por una causa, una aseveración es un enunciado en donde se precisa o se pone en firme un vínculo o una relación entre 2 clases estas aseveraciones pueden basarse en hechos, en opiniones o esos vínculos entre la causa y efecto, recordemos que los hechos son evidencias de situaciones o experimentos que podemos observar directa o indirectamente y estos son testimonios de lo que ha ocurrido.<br />
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<b><span style="font-size: large;">Práctica 1:</span></b> En el siguiente texto identifica el tipo de vínculo de las aseveraciones.<br />
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<b> "Ana iba sonriente; su cara reflejaba alegría y satisfacción. El motivo: un encuentro con Antonio, su padre, quien nunca hasta ahora había tratado de conocerla y quien en ese momento estaba llegando en el tren de las 12. El encuentro fue emotivo: hubo intercambio de palabra y demostraciones de afecto. Creemos que lo ocurrido será el inicio de una nueva relación entre padre e hija."</b><br />
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Ana iba sonriente; su cara reflejaba alegría y satisfacción. <b>Hecho </b><br />
El motivo un encuentro con Antonio su padre quien nunca había tratado de conocerla y quien en ese momento estaba llegando en el tren de las 12 <b>Causa - efecto</b><br />
El encuentro fue emotivo hubo intercambio de palabras y demostración de efecto /<b>Opinión</b><br />
Creemos que lo ocurrido será el inicio de una nueva relación entre padre e hija /<b>Opinión</b><br />
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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-50865353821532416962012-12-19T08:04:00.000-08:002012-12-19T08:04:01.653-08:00<br />
<a 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" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: large;"><b>Lección 13 :</b></span><br />
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<a 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YWP092wUsEyfnKkLmBr0Sabye0T0HtZ1VjqeE5e8GFBVGm2me94ypqW3yO2kIL+OZ157ZbTZueMHj529ZGR44YLsge38mnZZNNAZaS3Hy6cVXAMAANWxluI8YiZBjdTip+dFDim7Z7z9DaTUPzU4Kqp2J6EyzVR2/2H1gAb0MCOUO+uI8Ync/KuRNi4w6FkAI0E/WJ8Y7BeWWjP4r56T4fqIRwGhGSWvy1++CI4tahpC/3sQkxf2OPhlcTseAADIPZVJj3zd77l6PAl+8vhxYFRWdddIa3ZkUFhiRc9fZ+hAzctAH1cndy9PV0/fJ7EVb3qpgDLwJifU39vV1fO+m+eTF+lNffTdOv6CQV/hJbN78zmfqraWvBvHDymb+Qe7XlbWdSpoHah+qrGbT9YjNi/c2UD1kplvUER0QqTdZaE1fwhZx3YRQI3lsV0Cp30b+9Gq7A66Lr6J71IyZgiP9ZFYs/GUS9nbneyL0eDfeOByZHt/6/Or+39dL2xwPywmLjY6Ji46JMD/WWLDYGvoTYlt/HrRVVO266YtykLkzy3SgU2UsY5MY0nurQckDolqBDUR8b2ZN4+u26PkFPfYRmDDDq1Hxf1D/fW5Aad2rFjBb1gyONKSd5tvxfYLAW8AACPYeJ19G3jPPB0Y7c10Udu1S9Q6vqx1sLe9NuneOVEBaYtXg5PTecPcoL+lsHv/WXcMIFW/uC0rInJUTUtD2ypnGLRl2588JKxvG+R1RZ778NV0IgAAtKfcObBxq6xNHgBdUdYnd/NqPqsC4G3Qi9x8hgGdyVePbOFRu1dHAgAAMib6yiH+E8Yv3vSkGh7bJ3b2YT06aA5f5qwjyi9qnIilo7Qw6FkA4zdjWc0XDfoTezapOJb0AtD90v7Enj/mr5JyTm4mA1D2UI2HX+5BbKaXzpGDCtf9whNfpsa4XlHgWr5F3SW7i1BjI7N7r4pnbQ/a0up4elVs6/4riQ0j1NEqF3UpSVl9z8CwiKjn/g5au/9Ytu/K804cuaf8+S01eS0zj7C4hKSEWD9Xj8j06iF8R+iNI1v5L8ZM2aAn9uQ8uqZ0xiShBQBAbggzPMi/V8k6DQ8AeajM20hZ0yqitr7oiYW2tuHdey6uzi7ONzXOy8nrhle3NVc/uyh33jmxAwAw1p3voquqZRXfTwPEvoZEr1uX9HTN7K0sb13Sv+2TUtk9WaMumRn0TTFXJddtO2FTCQCxJcVU9Bdk+gY1hzwyAA0vzcV2bDtrm5Dkc1NSWOyCk1/A4we3NY8vn7t4p7JjI64l1FxyA5eSfzkAAFRE3Ny7epemVwUAI0WPTGUF+OSv3r3v42SkfVxY+npw2SCxJeL8/s18cm9vgwN8sY0q76Y9V2Ka6SgtDHoWAIP+E8YZ9JThluJXmWVvhog0AGhDtdkx4WmVvQQAAG2opTwnpwgzMIbve1OYkRQXF5eYml5UVl2cnpxV2jBAHHlTmptb1vzXczGE9tqCrLya7mEyAIDQ11yYFBUTExOXkJhdUpSTmVlQ24HeeSV01uUkRcXExcbFxcUl59W19BAohI66wqxXVd04unuov1LQ06gEXH9Pz8AYWkDyaHdXRz+eBgCgUYnD/d09g3gaAADf01hTWVFV09g+OIbH97e3dI/giaTR/u7eoTEKAIBGIQz39fQOvBtHT+3H1laWl1fXNfVP6iyKTAx68mBjauj9h+GvumgAUPorE33uOPqlNxIBAP2YrCBf7+iSHuJIU9qju9ev3rSwc3scmRnzxPe+d2DFQH9Nzgsf76iKbgAA6KnPeOzlH1fUCQAA5NHG7FAny+tGRtes3Pwz3uBoAJD7amOf+DyKKOl9O/q5MzfmkU9ASuMQHaWFQc8CYNB/wjiDntV9paBnNUwM+nGjkfCjY4S/hhnTKJ9/iIxMGB0dY+iJw/8Eg54FvP9kLJvNxfEvDAT9N/Jk7Fd6YIrVTPyBKbRKGXhgirXAoGcBE5sCgZVER0dzcnIiDE2B4O/v/6WLx0QUCuXrTIHAWlpaWt5NgcDAXDfvB/3QED1dIazm3RQI69evh1MgTFH379//8ccfEQQRFxdn7/M2KCho6dKlCILw8vLW1dWNZxE1NbVp06YhCGJkZMTGv4IUCsXQ0BCdXF5DQ+Ozk5qtX78eQZCFCxfGxMR8tUJ+fY2NjQICAgijk5olJyejfVxcXFzFxcVfooRTRGZm5saNGxE4qdlUlpGRsWXLFgRBfvjhh8uXLxcXF79+/bqWvdTX1ycmJkpISKCNVnl5+ba2tvFUjru7OzoB4cqVKz08PKqqqurr65m9N5Oprq6upqbG399/8+bNCILMnj3b2tr609MUd3V1qaqqIggybdo0ISGhpKQkZu/E5Hv9+nVxcbGhoSH67TM2V1dNTY2wsDCCILNmzVJQUMjJyWGzg6e2trahoSE7O/vMmTPff/89giCCgoLl5eX0VhQrYr2gHx0dNTMzQ1+P8N133y1atIiDg2MJe+Hg4Jg3bx7aCcPFxRURETHO98c2NzfLyMigC37//ffoqpi9N5MJ3R10nmoEQaSkpCoqPjPTIZVKTUxMRGcqRhBk3rx5zN6JycfBwbFo0SL0Eufnn382Nzdn4IWCRCLR19f33YvbFixYwGYHz5IlSzg4OBYsWIDu4PLly728vNj4wvd9rBf0AICOjg4rKysuLi6Erc2cOVNQUDA4OJiuY7GsrExDQ4ODg4PZxf+yFixYoKSklJubO546IZFIL168EBISQttxbGzt2rVmZmbjvP770PDw8IMHD3h4eNAOQDbGzc3t7u7+xQYXTTksGfSogoICa2trfX39a2zKw8ODrvdfvzM6OhoTE2NiYsKulWNkZBQSEkJvoxWLxfr4+BgYGDC7+F+Evr6+paVlVlbWxN8pVlNT4+TkxK4Hj76+vr29fWlp6ecrgo2wcNBDEARB4wGDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNseeQU+j0chk8ujoKA6CIOgDo6OjJBKJSqUyO6u+ErYK+r6+vvr6+tjYWHd39zt37ly4cOHs2bPnIQiC3nPu3DltbW0zMzNnZ+fw8PDq6uru7u5xvtuHRbFD0OPx+NzcXGdnZ1lZ2S1btnBwcMydOxd9zTEEQdB/mTNnzuLFizdu3CglJWVtbZ2SktLT08PsPPsiWDvoR0ZG0tLSrly5snr16tmzZ7/7/hYsWLB69ert27fv2bNHWFhYEoIgSFJSSkpKVFSUl5d3+/btGzZseP9FbDNmzPj111/l5OSCg4O7urqYnW2TjIWDvqys7NKlSytXrnz3PXFzc6uoqJiZmQUGBmZkZFRUVDQ1NfX09AxCEAQNDg4NDfX3979586aioiIvL+/FixeWlpZqamo8PDyzZs1Ck+SXX345efJkSkoKO3XmsGTQj42NPXnyZM+ePegXM3v2bGFhYUdHx9LSUgKBwOzSQRDESshkclVVlYuLy5EjR3766Sc0VdasWWNnZ9fR0cHs0k0O1gv63t5eU1PTxYsXo98HNze3i4tLc3Mzs8sFQRBra29v9/PzO3DgAPpu9Dlz5pw6daq2tpbZ5ZoELBb0/f39BgYGc+bMQb8GeXn5/Px8ZhcKgiD20djYePny5UWLFqFNyZMnTzY0NDC7UBPFSkGPw+HMzMx++OEHtB/N2Ni4t7eX2YWCIIjd4HC4Bw8erFq1CkGQ6dOnq6ioYDAYZhdqQlgp6AMCAtC75D///LOxsfHQ0BCzSwRBEHuiUqne3t6//fYbmvUGBgYjIyMTWeHg4GBlZWVmZmbyuGVnZ1dXVw8PD098d1gm6IuLi3l5eREEmTlz5uXLlwcHB5ldIgiC2BmFQnFwcJg3bx6CIL/99ltoaChj6xkZGQkNDT179uzWrVt/+umnGeO2YMECbm5udXX1iIgIHA43kX1hjaAfGRm5dOnSd999hyCIlJQUG3SZQRA09fX29p4+fRrtrJeVlcVisfSuYXBw0MzM7H//+99EHuzi4OBwcnIaGxtjeEdYI+jj4+PXr1+PIMjKlSvDw8OZXRwIgr4VL1++3LhxI/oYZkBAAF3L4vH4+/fvo0MEf/jhB3FxcXNzc3d3d29v7wef4+7ubmFhISwsPHfuXDT6QkJCSCQSY3vBGkFvamqKTmmgqqra39/P7OJAEPStIJFI+vr6aMtaW1ubrp56DAYjKyuLDhHU0tJqbGykd+sYDEZVVXXGjBkIgmhoaAwMDNC7BhQLBD0Gg5GUlERH2nh6ejK7OBAEfVtCQ0PRu7I8PDzZ2dnjX7CoqIiHhwdBEE5OzoSEBMa27uLigg41VFFR6e7uZmwlEwp6CoWCxWJLS0uzs7MzMjIyPycjI+PVq1dVVVV0DYuMj4/n4uJCazknJ2ciBYYgCKJXY2OjhIQEgiCLFy/28/Mb/4K5ubnbt29HEGTdunUZGRmMbd3Z2RkNelVVVSYEfVlZmampqZCQECcn59y5c2fNmjX7c2bOnPnzzz+vX79eWlr6/v37bW1t49nQ48ePly1bhiDI0aNHGbj2gSAImoixsbFz584hCDJr1qx79+6Nf8G8vDxubm4EQdauXZuWlsbY1p2cnJgW9PHx8Tt37pzIfeTvv//+1KlTTU1Nn92WnZ0d+iismpoa7KCHIOjru3LlChpcpqam41+KtYO+uLj44MGD6G5v3LjxwoULtra2bm5urp/k5ubm4uJiY2OjqKiIPl48c+bM69evf3YCaFNTU3RbhoaG384bYSAImjpu376NToBjYGAw/qVYOOgpFIqzs/OPP/6IIMju3bvj4uLoHfEzPDzs6OiI9sZs3br1s93uZmZmaBXfunWL3tJCEARN3N27d2fOnIk2N8e/FAsHPR6Pv3jxItrEvn79OmNbLSkpQW9Gr1mzJikp6dMftrCwQB+VMjExYWxzEARBE2FjY4OOcfxWgn50dFRTUxMNemtra8a2WlRUtHv3bnT/k5OTP/1hGPQQBDHXtxj02traaNBbWVkxttWCgoJdu3aho45g0EMQNMXBoGcEDHoIglgIDHpGwKCHIIiFwKBnBAx6CIJYCAx6RsCghyCIhcCgZwQMegiCWAgMekbAoIcgiIXAoGcEDHoIgljI5AU9DQAyALTxr4T5QW9jY8PYVmHQQxDEQiYr6ClkIiYvZrClHAAAAPWf/2h//fsHGPQQBEFfw2QFPZFEsjG46aavWBNrVxR2pzDsTmGYZUGoRW6gUWtl6kDH666GAvzIP17XAYMegiDoa5isoKcB4PM8X1TiwiH+4yKCCmJCp8SE1YQFFXdvl3j4ICg3pzj8eXwrtuP9lcCghyAI+hom8WbsCAWkNYw+yusOK+mLLmqNy2uIKsY+K+ypaBtrGyDUdY4N4ynvrwQGPQRB0NfwJUbdjLZmFT7Wf+mgUvzs+sibJADGProSGPQQBEFfw2QHPa2lMNbsnOLufSc28svw8cncUFOpy34OqB95t8cUDfpBAGpIoIUIiFQwBsDox1YCgx6CIBYyuUFPJuJdbE11LD09X762cPPziCs3dH3q7Gg10NX64UqmStBTqAD9GaIBkF47eN42SvC01XXHkKb2vpdFr/2SintGCP9aCQx6CIJYyOQG/ejoqJmlTXRCfFdHi6eLY9vr4pcvQ+/Y332DwX64kqkS9IW1bSYBmRk1XUXNQ0oX7S9IiBgf5zuvolxUVv4q7sUp+fP+L7JI/7i7AIMegiBWMrlBTyCS7ey9fWxty/Nz7G1u+95QtLh4xvlhSB+O+OFKpkrQV5TmKysp3rR0c/B8bKirSGhOqy58ecNQPz8/d2yw48a1yxaWd0dG/tGFA4MegiAWMrlBTwMgvRTj8yyhsLTW0s57j4CCjsWjYuzwR5+XnSpBTyMN9uQ9qo/3cbW1VL98vaCLlFJSdcnwRkJuQUZT3ymdy672t/GjI++vBAY9BEEsZNJH3VBohEe98OsAACAASURBVIbqlKa8sPzq16GVDQ29Hf+1kqkS9O80liUaaSkeVTWRuWDHJ6F49ILNiTM3r6ker80JB7R/9N3AoIcgiIVMctDTqHVZz03OndCSkcx5fr848WmUl0V7VQ4A1A9XMuWCHgBCX3nEEyPl6/Kil04IXFYQe2R+vq8k/MOhNzDoIQhiIZMb9CTCmN0dM9WbblrOsYZG5t4B8Veu3w1wscYPfSTHp1zQkwHoooHBASyxo6C2MtnrWaB7XFrlEPHDjicY9BAEsZDJDfoxPOGO44PY1ETsQJu9h1txTXV0SoK9/Z0WzJsPVzLlgj69Cqt992lCeikBANP70fsEpY8LS1w0ccutbv9X1sOghyCIhUzyOHoq7fGz53d1Tz6zPn1DRzrATNHu+kmLu7bYzr4PVzK1gp5Modk4eCseO9ZWm1dYh5U+Ied1Q6ku0uHKubM29/xwY/8YNgSDHoIgFjLJo25o1PtO7mvXCHLzyAkcUt+y58SBk9ceJZSOUT6ykqkV9CQy6e4dC50rlzJbhzVtHksfl35TlduBI1w0NLaytBgdgaNuIAhiVZPcoqdQYvIr3BILIyraEus6n1e253TiPjqJAJhqQQ9o1IyoR2oKSnuP6B0ROBhirUvD90YmvtI6czYhxJdK/sccDjDoIQhiIZMb9BQqra4yLT/CvDzSrDLWqjLmdkWkaVtlPIX870kEwJQLegAo+M7qZM8nFkoJz+zbB9pHAKguTSpL9sAPYv61Ehj0EASxkMkNeiqVGuD3XEzojKiQmrT0xX27ZbZxcrnb2RPwrBD0AID2MaJPcsEFx+Czd4L1nKO8ksubRz4y9yYMegiCWMikPxlbiR0NzesLy+uLLhvxzWg/Zejh4vJgZKDnw5VMuaAvweLVb4dJiiuaqB65pyd9U1lKSlTpkkNkTS8BjrqBIIh1fYn56N+XmJLo4WSPbX7z4Z+mVtCTqVQn3xA1BemCEGtC6ytKb/lYS07W0zsXzim6Pno+RoRPxkIQxKomfT56fHfNYE3UYG30yOukweoYb0t1y1vGzW1dH65kagU9iUS8ffv2uYuX+4l/j6RsG+jTvmZoYW6Bg6NuIAhiWZPeRx/k7atwQFjhoPA5CalTIqKHj53xfJ4+SpryUyDQaNTUUC+545Jqd0IfFg6GN+B9C/rVLJ4qnpBJC/WEo24gCGJdkxz0NFpcHuaaR9ZV90wjr2xjv8Kggs5O/Ecnr5xiQQ8AACOtWfcNz4vsPCJy4thxzSOHjp8T2ZXqZUAbbvnXSmDQQxDEQiZ/9koAiH/9I39yJVMl6GkAUACgAEADgAYIvc2JNZluFYkutdluQ81xgNL/4Upg0EMQxEK+9M3YT5gqQd/aN+oUX6PrX2AcUmocVmEWVWkRVWEeUWYZV+GT31o1QPuw2wkGPQRBLAQGPWiqr7murnJk18ZThw8oi+1XFj+gLH5A5fCBs4cPyQgdPXv1XkZNK/WfvU8w6CEIYiEw6AF5rG+wPqan6GFfRVBf+TP032BVCAkTVxfrcUFFycrBCzf2jye+YNBDEMRCYNB/3AANxPaAS8/KDhxVdXe4TSLAd8ZCEMSqYNB/XFVZzVlFPVHu3T43lfqbsgD4R98NDHoIglgIDPqPI/ZhB/IejZY/AmON/0p5AIMegiCWAoOeETDoIQhiITDoGQGDHoIgFvJNB72VlRVjW4VBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAuBQc8IGPQQBLEQGPSMgEEPQRALgUHPCBj0EASxEBj0jIBBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAthLOhzc3O3b9+OBl1GRgZjm3Z2dv7xxx9h0EMQBH1ZjAV9cXExDw8PgiCcnJwxMTGMbdrV1RVt0auoqHR1dTG2Ehj0EARBn8FY0Dc3N8vJySEIMnPmTBUVlcbGRjKd6urq5OXl0QDU1tYeGBhgrPww6CEIgj6DsaCnUCiPHj1avnw5giCzZ8/m4eGRkJA4PG4SEhI7duyYPXs22ssfFhZGpX74YtZxgUEPQRD0GYwFPQBgYGDAzs5u9erVyASsXbvW09MTh8MxXH4Y9BAEQZ/BcNADAAgEQkZGhpaWlrCw8MGDB4XG7eDBg8LCwhcuXMjKyiISiRMpPyNBr6mpiQa9tbU1Y1stKipC71HAoIcgaOqbSNCj8Hh8D0PGxsYmXn66gx6Px1+6dAkNeob3uaSkBA361atXJyQkfPrDMOghCGKuiQc9c9Ed9BQK5d0Afm5u7vj4+JGRERw9+vr67O3tlyxZgiDIli1bsrOzP73Fd0FvamrK4F5CEARNwN27d7+toAcAlJaWCgsLo436DRs2yMrKysnJnRwfBQUFcXHxpUuXIggyffp0fX39np6eT2/O3Nx82rRpMOghCGIWa2trNOgNDAyYXRZGMBL0VCo1Li5OQEAA3XPGzJ8//8yZM/X19Z/d3O3bt9EWvZ6e3gTvSEAQBDHA0NBwgv3VzMVI0KPq6+stLCyEhYX5+fn30YOfn//YsWO+vr7jfMrL3d19/vz5CIIoKysz/GAYBEEQYygUio6ODhr0FhYWzC4OIxgPegAAmUzu6upqbW1to0dra2tfX9/4txIUFMTJyYkgyNGjRxsaGiZSYAiCIHoNDg6ePn0aQZDvv//eycmJ2cVhxISC/utITk7evHkzgiBbt25NTU1ldnEgCPq2VFZWCgkJIQiybNmyp0+fMrs4jGCBoG9ra5OWlkYQZNasWfb29swuDgRB35aAgAB0lKCgoGBZWRmzi8MIFgh6AICNjQ064YOMjEx7ezuziwNB0LdibGxMXV0d7aC/du0agUBgdokYwRpBn5mZic7f/8svv3h4eDA8sw8EQRBdQkJC0HuEv/76a2hoKLOLwyDWCHoCgWBgYICOpufm5s7KymJ2iSAIYn9YLFZCQgJtzispKWGxWGaXiEGsEfQAgJKSkv3796M1rqio2NrayuwSQRDEznA4nLGx8dy5cxEE2bx5M8PvApwKWCboAQAhISHLli1DBzlduHABdtZDEPSF4PF4Ozs7Dg4OBEFmz55ta2tLoVCYXSjGsVLQ43A4BweHhQsXIggyd+5cTU1NDAbD7EJBEMRuBgcH7969u3jxYnSw34ULF9ra2phdqAlhpaAHAOBwODs7u//973/oFyAuLh4XF0cikZhdLgiC2ERRUdGZM2d+/vlntC2vra3NBg/ks1jQAwDweLyDgwN6HxxBkOXLl1+9erWoqAhOgwNBEMNoNFpdXZ2Njc2mTZvQbFmwYIG+vn5nZyezizYJWC/oAQAUCiUhIeHIkSPTp09Hv5JVq1ZpamomJydjsdjh4WFmFxCCINYwOjra0dGRm5trZGTExcWFDu1DEGTHjh2PHz/G4/HMLuDkYMmgR2EwGFNTUy4urvdnxNy2bZuampqbm1t0dHRycnJaWlpJSUllZWU5BEHfvIqKirKyspycnJcvX8bFxXl5eWlra+/ZswftDUb99ttvWlpaJSUlzE64ycTCQY8qLy+3sLDg5+dH34XyzrRp07777ru5c+euWrVqw4YNayEI+uatW7du9erVCxcunDVrFjr5+TuzZ8/etm3blStXMjMzWfTx109g+aBHvXnzJjAw8MaNG0ePHl2/fv2CBQveXYJBEAR91C+//LJ27VoxMTF9fX1/f//q6moymczsMPsi2CTo3+nu7s7Ly4uLiwsKCnr48KEPBEHQxzx58iQ2NjY3N5fVh06OB7sFPQRBEPQvMOghCILYHAx6CIIgNgeDHoIgiM2xcNAPDg5mZmY+ePDA0tLyFnuxs7MLDAwsLS1leHYHLBYbExPj4uJibm7O7L2ZTGZmZi4uLhEREW/evGGgWioqKp49e2Zra8vs/ZhklpaW3t7eaWlp/f39jB0w78Pj8fn5+QEBAVZWVszes8lkampqbW3t5+eXm5uLw+EmXlEshCWDnkajJSYmKisrr127Fn3zFPuZN2/ejh07rl69WllZSVfl4HA4b2/vw4cPL1u2jF3HmHJwcAgJCTk5OXV3d4+zWhoaGgwMDHbv3v3LL78wu/hfxIwZM1avXi0vLx8VFTWReRYLCgo0NDQ2b978rwdT2MacOXO4uLjU1dW/qddasF7QU6nUiIiIdw/Ezp49e+HChRxsZMmSJQsWLHh3XMrIyNTX14+zcvB4vJWVFTrBJ4IgP/zww+LFi5cuXcrsfZo0S5YsQWebQhBk3rx5JiYmn53xgkajNTY2oq8dRhDku+++mzdvHrP3Y5ItWrToXYuHi4srPDycgayn0Wh5eXn8/PzoembMmLFgwQJm79mkQc+ChQsXzpgxA93Bffv25eTk0FtLLIr1gr66uvrQoUMIgkyfPl1AQMDd3T0lJSWbjWRmZiYmJpqamv7555/oL5mBgcHAwMB4KiciImLlypVoxCsqKgYGBqanp+fk5DB7nyZNRkZGeHj4mTNn0N/CZcuWPX78+NOvlhwaGjIxMUEfg/ztt99u3rwZHR2dlZXF7F2ZTKmpqQ8ePBAUFJw1axaCIEJCQhUVFfSeWa2tradPn0YQZNq0aZs2bbK1tU1ISGD2nk0a9CxISUm5d+8eNzf3tGnTpk2bxtIvjaIL6wX906dP0Xmid+7cmZqayuzifClEItHJyQmdgmP//v0NDQ3jWery5ctog0VJSamxsfFLF5JZuru7z507h2a3np7epx9Yb2pq4uXlRRDkxx9/dHJyGh0d/Wrl/Mqys7O3b9+OIAgHB0dISAi9i2dlZf3xxx/oz2FQUBBLv2fj00JCQn7//Xf06icjI4PZxfkaWC/o7927h57hp0+fZuOTFgAQFxeHzsbMx8c3zt6b48ePo5elXl5eX7p4zHXnzh30J01TU/PTUwxWVlYuXboUQZAVK1ZUV1d/tRJ+fR0dHWJiYgiCLFmyJDAwkN7Fo6Ki0P4fXl7e8d/8YEUlJSU7d+5EEGT9+vUvX75kdnG+BtYLeltbWzTLNDQ0JjKJKIlEIlNoDC1KJRMJRBKZytjS4xYREbFixQoEQfbu3TvOoJeUlEQrx9/ff+IFoJEJuJHh4ZHRqTb9B5lMtrCwQCep1tbW/vRhUFFRgd604OTkZGysziShUcgkAoHE4EE3DhgMBu3V5ODgePr0Kb2LR0REoFUqICAwNDRE9+apY2O9mMbamobWgaHJPGLIRFwHtq62trGrG/fJTrpxy8vL4+bmRhBkw4YNLP0m2PFjvaC3s7NDs0xdXX1cLfqh2rgnno9jy7v+ejEJueNVwF0DA+vHpS0fv4/XU5Ps7xWQVNzx8cOVik0L8Q14kd/+hQdoMRD0UlJSaOU8fPhwYhun9Tdme7tZm5ubWZgbW/tGl/1HXX2g52WgV0BUyRBhUk7JjyOTyebm5uMPerSvj5OTk+7uLBq59dVzZxv7uPrBv7c+2poR6uMbVtBD1xSH5OHa7LAH3tFVX6ytPMGgj4yMRC+S9u3bN857Qv9AKM73kDm0Yd3eC6ERrXQv/d+6MZnGGlvXbRS6bZ89OimzSsKgZwH0Bj0NE6a+/4+95x6WjQAAAKE1zVRpx9LfefVso5p6xz66SEXQZZ41fHruBf9xVA1W5aZlFDT2f+F3EjAv6ElNSQ8vnZS5bu8eEh4ZHR5grim9V1onpqSL/K41SqN+rAeXRiFVGIpzC6n7tg5SPvFRGm1Cl0NfK+hppN5aN+WjGxYtErEMb/9r58e6s40Ob9wi5VA9+OnF/4XYVpuX8rIYO/ylmvTMDvr8bAehnUsWbTz9OLiZ7qX/W1djyiXFFQt/5Ta0SMNNyjkHg54F0N2ib4m6JLHjyNXgJgAGKp9oHd70O5+qVwr2rwYnGVua8NDN3uqufXDma7TVWvXCSHiXuMnjmtbXhXExiTWdI+hHR5rLYqKTiutqq/MyMguaBsmgvyEvM/NVdurLoAfuDra2Tj7B+c3Dk9WUZVbQ49uzrh47eOr2i/Z3e9KeZnP7TnhuG4kGqGN9aYF2ZqaGRtevWfnHtwxRABjJD/NyNLUwuGXu9NT5vMQhuavBXcMA0MbKYzyNjY0MjQxMPZ7X9pAAAISeymeuNrduGhlcMXANy+jFMXLH7ysFPRX/Osr6xBFlMzPdY+IqD4rf5vpYT56lHN8+Rfe6t90bQ1UpTxzt7Zw8fFNqhwAA1OGW7BcPHicW99EAAFR8U9aTp8Gpta0drwtephShl0aknornPi72dvYuXo/TKtompauD2UFf+MpJnP+3FdzqT8Na/v5vWmtOpq+hwUUtLW1tbU0NLRMX97TOzn+997OvMP/Z7WuXtDW1tLS0tK87BkXWk/+6YO5qSr2q+ufyVbzGVhmwRc+gbyHoIy8f3SNn/CwjO0JPctee4zdjyv5qiZF7XwUYq8id0DCx9bTVU5ZX0HFIxIyCN9Emwjzi5sFNvdnu0rx7NH1yhgAAYDjBRo5H6Mz9lEhLpYPCSl5lw6A2xFBg4587JHXN7Ty9XO6oS/CJqJrENE7C04mAeUHfknjnsLDsw8Kuf/xivW2GDkfZacsoXA6OT81JcDgiyH/xfukAvtdVmffXJQfuBscUVKdclxaSvRraOTSc+/CalLCkmV9USlqYvqK47JVHb/raQs1l9kkZvohJS3xkb3DHu6qNkdvpXyfoiV3FDqqCwpceVLdVucrvOXI5sI0KAAB4NOiVPBoJgDLc8MJa/YTCGUMnO+tbZ6XltRwiqgijzbF3FLZz8ZtFNwx3Fdmf2LNBwiClsjLaXp6bWz2sEeC6Mh00jksomT5wsbl06uhhVfN0zMcvLukydYL+ORYAAGi4torHRjeE1vPwCEndcLB/5OPvcvmS7M5126SO3krJRLt3xtqbI8zMpHfuFT5x0tzd6fF9X0cd3ZP82w+cOeX4qqgTANDTlHoNBv0EsX/Q09oSjWV3ce/YvXoV5/82yT3J/TuFe0oDVPfxKZgG1eGINNJwvpcu/1ZJh5eNr1NtDu8SM35SA4g191T388vb5XYD0J92RZhb5IJX1UiplQK/gJxH2TCoD9Zft3SDslViD4kGAKUx9pb4zv3XAgrpv5P1EcwK+voXt6QkNZ/XfvSdyKPVyUHBkbkNzR0N+b5S21eKXotpH+r21BTjO+nQNgoAaLmjICRjENnaWmgkvUfaIrKbBgAAfem2h/jFXdOrQq3Udu8+ZOid3NTSgmnvIzLUjfFVgp7YlGAvuVvgZnQLmYp7/UiXZ89x96IhAAChN89Sjl9AxbuVPNqQYim25aDhizcjZBKhvzbs2uEtvJox3RRSb/3Da8e5eWXVTood3Kd8v6ifRuyIsJLZsk09AkPpLHMX/eNXMcPItgHcSH/nm6aWfoaubP5ligT9dvWn4e0AgP72dFNN7vnLueS0nrU2vr1moZJqHnucWLuC45C046sGCqmv1NOCf9VqrlM64d1/n5m1vo6Sa1askFP3r+4CI82pRmf/XAaDfiLYP+hBV4q+2IY5S3YcVzklunvLXqXbyW/Q60ZyZbDhQe4dYucN73m5OTm7215X2L1h783oorJMe6ndojcellEBaI27IyVy6mEmtjneTlzw+N3IRgAqrOX3HVR5UD4Cap9e3rtLxjb87SD3vlIvaR7+czbpnZPRfcOsoO/IuCdxUNItq+P9EG4sTE3Ob8Lhh2qinc+qndW5qH/9jp74jm0q5smdw133L0gcOf8AO0AGoM5CXujEjajWxlTdI6IXg0refkPNYYoHBIwjWnEEQubDG2pnzqnISh4/cyO2qpNMf9Z/haCnjTQGXOL9feWec6YOzs73rA1VNy9ftv9C0CAAxP4CSzn+/ap+Hf29r5wU/ly3X9PKxdnZxc3J1vSc6JaNh12LcQAAWm/2FYH5yJxles+bAACA1BZ+V34Xj8bzBhppCBNsfnbf1tX7lW84uN5/nlE9NBlj1qdK0Gs8C+8CgFxf5XGMb8X69Wf9Y/7R8GlrClOV/GPhn1KOj8paq57qyK79Y+3BKyZBKbGJsXExsTHxiemxro5qW/+YvYZPPyIbEJozjTXWLlsJg34CvoGgb425cHgr//lHr8mgI/Oe2DoOLknTlDYCAJQKP+2dm7YfuWju5eXm6uzsft/3WURqff9wVYyZ6C6xG76lBABAf87ts/Ia1y0MzyuduuJW0AUAyDc7wS+EBv2zywI8x61Da9H2Sme+61GevedtM7tYOegpQ9V2ahIyuo757W8DtK8+RHrvzrOOWT3tL88I7T7lkjEKAOiLVeTjOmwY3znU5aUldui0W3MfGYA6M1mB41dftHZUWSvzCGvfbyQAAEDNk6sCe5UDK7EtmDrsIAAA4BpCJdYskbodS9/YFQDA1wh6UmuGp+SuTUcu3nVzcXZ2dnFxcbh17sAfG456lYwR+kqt5PcKnvbr6O5Mu31kyboDFx09XZ2dnJxdPHyehCdkNw1QAY3QnOohu3Xhgl9/F7MI7iQCQOqIuCu/c9f5oKq3v2xvMgM9nO5ePXWIa+3uy4/z+yd8j/arBj0VP4YpzIuOjEourx8kkAEAhMJcZ3H+337dqv70eScAxOpKZ+k9nLw7Lgenk8F7O9eBideT3/z7Vhm34MyyQruj/L8v+onroLjKGRVVZRVlZWVlZZVTp1SUFE+fN7SLrH4DRjCZN86tgUE/Id9A0DdH6B3eevhyYA0BAEBtTrY//MeSzSLG6S1E/Jvn6gd4T5qEoJ0UtM6qtNjkui5cbaTJwW3C131KxgAAAJ//5PqeNf/7Za3g7YjSYRoA1Jybx3fvV/QqGwE1gXq82yVuB9egQd+R53yEe89Z6wyWDnoAQG9N+t1zErJnLtk4Oru5WGiqKZ6++aC6Cw8IDR4Xj0upGdk4uztbXBPYxLnxmFlRR5OXtpiwigumjwxArak0v8SFJx3DxOZ0X+3jIqoGVg6Ot04rKBreT+/B9+eG3dHQvmF3z8XDxkDtlI5fVgOe/sbslw56ysBrn/N7uY7cKHjv+CK8Dlbauk7UIKarp+ruyT18il5Y4lhjitVh7v1G0W9HmQzXZSUnF/QC2mBtpNahTQfOO4c9sORbv07VLn+I2h1ld3I7t3poHRnXU54Um1CLtnNbI85s+3W3ll/zhBv1XzXoKd390fo6m9cs3mHoWNlLAABQyopdjwv8tn7flbCEEQCozfVPFA6tXMwpae/TBP6+20woL7CT3PvrrgPXIosGsPVPz0muXLFK8p53PSABCoVMJpP/9XxLJ7wZO3HfQNBjoy5J7Th8KbDy7V18SnOCw5Hff98iohte31QT76xxTOj4aQ39a1eUjp84f9WptH/sddxtMR6xGw9L0RtkhMYX8txLV+zTSmjEAQAAKffWib1CKt7lI6D22RUBnmNWYXVvW/QFbsd27ztvm8XqQQ8AIHfXJ7546u/nHxDg9zytouuvLMV3VsaGPPH3C4hIKyvPz0lKzmwZGXxTnpNd2DhKpAEwUp2bnlPaTCADAEDf68ygJwEP/fxi8xtGaAAAMNb/Jj065JGfX0BASF4Dg/X0ZYOeRsC8dD62h0fPv5r0j//uiLWW28R3LjDvpetpwf3KHg0EQCV1pjjpSIqJnLl27fJFPQUp+VuecTVtZa7qAlsPaUR2AAD6Io0kVq+XuJucGuOssodX60UjFd+V6WmkfExO79pV/YvnVdXOG4eVtJJYq0UPcKTX3m4nNy5cIiBqn5XfQyDUB/qr7Fy74rCK96t6AAAgjTREPFDZtGPZWl51b/+K7i4CgTBYVuJ/XnYj5/I9BhaJnWOARmpLjdDm3bNyC5/ukxeNw4MUCoVM7K9KDDXTuHLB3u9V2zAYwKRcUV7+v6XchhZpMOgZxHpBT/eTsYTehsqiiobu0b9DhdJanRsbmVTePgQArft1blJ02IsXL6JSCt90j9IAGO19U15c0dSJe7sEZQRTUVJWg8Wh5z11CFNVWlbTgaOA0e7G0uLKlp4x9CQlDbdVFZfWY4cYnEX+nyIjIxl+MjYgIGAyijBF0fVkbHl5Ofpk7MqVK8f1ZCyNPNRamVfw92/buz+M9jflZha+7uhorysrrW57+8QwebihICEi/HnYi+jE7JohAoUw3FmSlphf343+nYJrzc/KLKjH9rbWFBfXd48CQCMPdzdkxEY8f/48KjatmqGhRx/CYDAiIiIMB314eDhapfv37x/Hk7E0QO0ZKPC+r3VgG88BfvHjxw/wCh9Q1PZKz+kd++vihEpoLsh107kosX33IXFxGWlpCX5RiWNy5uHBpX0Db08SGrUtP9dVXV2Me5eIxJETJ2SPHxcRPCIkfv6WW0w+FkcGAy1Zt3S4N2wVvXMvZ4z4n+WhQ35+/o4dO2DQT2mOjo7o4aiqqvrZKWpZWmxsLDrXDS8vb11d3XgWkZGRQYPew8PjSxePuSwtLdHm52d/7ysrK5ctW4YgyIoVK+id3J+1tLe3o0G/ZMmSJ0+e0Lt4VFTUnDlz0OOts/OjY64+RKEMYurL8l5lZWZmF5TUdw185BoNj8OWleZlZWVmZmblFFRjuz5sllOHBzElRblZWZlZWZmZGbkVlS3vno0iE3EdrfV19U1dPaOTM+1ISUkJGvTr1q2Dc91MUcHBwegcVVxcXDExMcwuzpdCIBCsrKzQt2QICgqOc/bKa9euoRPVSklJjX8We5bT1tamoKCAvlbl4sWLn569EoPBCAgIIAgyd+5cCwuLT3+YpSUnJ6PvaVi6dGloaCi9i+fk5Kxbtw69IPD19f0SJZwiAgICli9fjiDIxo0bv5HXj7Be0Dc0NLzroNi2bdulS5dMTEyM2IuJiYmqqiraDv3hhx9MTEzGOclUUlLSmjVrEASZMWOGqKiooaGhsbExs/dmMt28efPGjRsSEhI//vgj2hsTHBz86fnoR0dHra2t0avARYsWqamp3bx5k9n7MclMTEwuX768Y8cO9Mfv8OHDDMzT2dXVpaWlhZ5Zv//+u5aW1kcPwoSf2QAAAZ5JREFUnhs3bhgbG5u/x+Jv5v/Bgs7PfPCpTy34b6ampjdu3PhoRZmammppaa1duxY9R86ePdvW1kZvRbEi1gt6AEB8fPyuXbuQb8D3339/+vTpcTbnwV+z2KM9+2yPg4PDxsZmcPDzM860tLSoqqqy61sn/2XXrl3x8fGMzSZfUlIiKirK7D34Sg4fPpyfn89ALbEilgx6Go1WVlZmYGCwfv36+fPnL2A76E7x8vI6OTnR+wYcPB6PvlB3+fLl7Fo5HBwcx44de/78+fhn0+3s7PTy8tq/f//ChQvZr1rmz58/f/781atX6+npFRQUfPoS59Oampqsra25ubnZr5YW/FVRmzZtunXr1jjve7EHlgx6FB6Pb2xsrKqqqmZTWCyW4TN2YGCgtraWXSunpqaGsTdjtLW1MbvsX0pVVVVDQ8PIyAhjB8z7KBQKBoNh14OnqqqqqamJSJyU8Tssg4WDHoIgCBoPGPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLE5GPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLG5/wO4bITgSzIqBwAAAABJRU5ErkJggg==" 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" 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<b><span style="font-size: large;">Exploración, práctica del proceso </span></b></div>
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En esta lección ponemos en practica lo estudiado de la lección anterior el cual trataba de la exploración en el cual se identificaban alternativas consecuencias variables, se analizan tantos aspectos que sean posibles de los que afecta un situación, antes de buscar y encontrar soluciones.<br />
Práctica 1: Los padres de un compañero de clases necesitan comprar una vivienda.<br />
¿Cómo deberían pensar acerca del tema?<br />
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<span style="font-size: large;"><b>Alternativas: </b></span> <b><span style="font-size: large;">Variables </span></b> <b><span style="font-size: large;">Consecuencias</span></b><br />
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- Si la vivienda es grande - Tipo de vivienda - Caminar menos <br />
- Si queda cerca de la escuela - Lugar de la vivienda - Menos gastos económicos.<br />
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" 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" 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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-6224941636200671912012-12-19T07:58:00.000-08:002012-12-19T07:58:20.348-08:00<br />
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" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: large;"><b>Lección 12:</b></span><br />
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<b><span style="font-size: large;">Exploración</span></b></div>
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La exploración es un proceso por el que se identifican varias alternativas, consecuencias o variables, extremos y en general, la exploración nos invita a reflexionar sobre una situación la exploración nos ayuda a controlar que seamos impulsivos, y el estar atento a nuestro alrededor nos enseña a estar alerta y nos facilita interactuar a lo que nos rodea.<br />
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<b><span style="font-size: large;">Práctica 1: </span>Al salir de la escuela, dos niños piensan en la posibilidad de ir a visitar a otro amigo, pero no tienen permiso de sus padres; por supuesto, esta visita los haría llegar mas tarde a sus respectivas casas. ¿En qué deberían pensar estos niños antes de tomar la decisión?</b><br />
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<b>Cosas buenas </b> <b> Cosas malas</b><br />
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- Ir a visitar al amigo - No tienen permiso de sus padres<br />
- Sus padres se preocuparían por ellos<br />
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<a 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" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><b>Extremos </b> <b> variables </b><br />
<br />
- Le puede pasar algo malo Distancia, tiempo.<br />
- Debería pensar en las consecuencias<br />
que causaría ir a visitar al amigo, por lo tanto tiene que salir<br />
siempre y cuando sus padres le den el respectivo permiso.<br />
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-51179520052254322782012-12-19T07:53:00.001-08:002012-12-19T07:59:40.834-08:00<a 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" 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" 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" 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" 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<b><span style="font-size: large;">Lección 11: </span></b><br />
<a 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YWP092wUsEyfnKkLmBr0Sabye0T0HtZ1VjqeE5e8GFBVGm2me94ypqW3yO2kIL+OZ157ZbTZueMHj529ZGR44YLsge38mnZZNNAZaS3Hy6cVXAMAANWxluI8YiZBjdTip+dFDim7Z7z9DaTUPzU4Kqp2J6EyzVR2/2H1gAb0MCOUO+uI8Ync/KuRNi4w6FkAI0E/WJ8Y7BeWWjP4r56T4fqIRwGhGSWvy1++CI4tahpC/3sQkxf2OPhlcTseAADIPZVJj3zd77l6PAl+8vhxYFRWdddIa3ZkUFhiRc9fZ+hAzctAH1cndy9PV0/fJ7EVb3qpgDLwJifU39vV1fO+m+eTF+lNffTdOv6CQV/hJbN78zmfqraWvBvHDymb+Qe7XlbWdSpoHah+qrGbT9YjNi/c2UD1kplvUER0QqTdZaE1fwhZx3YRQI3lsV0Cp30b+9Gq7A66Lr6J71IyZgiP9ZFYs/GUS9nbneyL0eDfeOByZHt/6/Or+39dL2xwPywmLjY6Ji46JMD/WWLDYGvoTYlt/HrRVVO266YtykLkzy3SgU2UsY5MY0nurQckDolqBDUR8b2ZN4+u26PkFPfYRmDDDq1Hxf1D/fW5Aad2rFjBb1gyONKSd5tvxfYLAW8AACPYeJ19G3jPPB0Y7c10Udu1S9Q6vqx1sLe9NuneOVEBaYtXg5PTecPcoL+lsHv/WXcMIFW/uC0rInJUTUtD2ypnGLRl2588JKxvG+R1RZ778NV0IgAAtKfcObBxq6xNHgBdUdYnd/NqPqsC4G3Qi9x8hgGdyVePbOFRu1dHAgAAMib6yiH+E8Yv3vSkGh7bJ3b2YT06aA5f5qwjyi9qnIilo7Qw6FkA4zdjWc0XDfoTezapOJb0AtD90v7Enj/mr5JyTm4mA1D2UI2HX+5BbKaXzpGDCtf9whNfpsa4XlHgWr5F3SW7i1BjI7N7r4pnbQ/a0up4elVs6/4riQ0j1NEqF3UpSVl9z8CwiKjn/g5au/9Ytu/K804cuaf8+S01eS0zj7C4hKSEWD9Xj8j06iF8R+iNI1v5L8ZM2aAn9uQ8uqZ0xiShBQBAbggzPMi/V8k6DQ8AeajM20hZ0yqitr7oiYW2tuHdey6uzi7ONzXOy8nrhle3NVc/uyh33jmxAwAw1p3voquqZRXfTwPEvoZEr1uX9HTN7K0sb13Sv+2TUtk9WaMumRn0TTFXJddtO2FTCQCxJcVU9Bdk+gY1hzwyAA0vzcV2bDtrm5Dkc1NSWOyCk1/A4we3NY8vn7t4p7JjI64l1FxyA5eSfzkAAFRE3Ny7epemVwUAI0WPTGUF+OSv3r3v42SkfVxY+npw2SCxJeL8/s18cm9vgwN8sY0q76Y9V2Ka6SgtDHoWAIP+E8YZ9JThluJXmWVvhog0AGhDtdkx4WmVvQQAAG2opTwnpwgzMIbve1OYkRQXF5eYml5UVl2cnpxV2jBAHHlTmptb1vzXczGE9tqCrLya7mEyAIDQ11yYFBUTExOXkJhdUpSTmVlQ24HeeSV01uUkRcXExcbFxcUl59W19BAohI66wqxXVd04unuov1LQ06gEXH9Pz8AYWkDyaHdXRz+eBgCgUYnD/d09g3gaAADf01hTWVFV09g+OIbH97e3dI/giaTR/u7eoTEKAIBGIQz39fQOvBtHT+3H1laWl1fXNfVP6iyKTAx68mBjauj9h+GvumgAUPorE33uOPqlNxIBAP2YrCBf7+iSHuJIU9qju9ev3rSwc3scmRnzxPe+d2DFQH9Nzgsf76iKbgAA6KnPeOzlH1fUCQAA5NHG7FAny+tGRtes3Pwz3uBoAJD7amOf+DyKKOl9O/q5MzfmkU9ASuMQHaWFQc8CYNB/wjiDntV9paBnNUwM+nGjkfCjY4S/hhnTKJ9/iIxMGB0dY+iJw/8Eg54FvP9kLJvNxfEvDAT9N/Jk7Fd6YIrVTPyBKbRKGXhgirXAoGcBE5sCgZVER0dzcnIiDE2B4O/v/6WLx0QUCuXrTIHAWlpaWt5NgcDAXDfvB/3QED1dIazm3RQI69evh1MgTFH379//8ccfEQQRFxdn7/M2KCho6dKlCILw8vLW1dWNZxE1NbVp06YhCGJkZMTGv4IUCsXQ0BCdXF5DQ+Ozk5qtX78eQZCFCxfGxMR8tUJ+fY2NjQICAgijk5olJyejfVxcXFzFxcVfooRTRGZm5saNGxE4qdlUlpGRsWXLFgRBfvjhh8uXLxcXF79+/bqWvdTX1ycmJkpISKCNVnl5+ba2tvFUjru7OzoB4cqVKz08PKqqqurr65m9N5Oprq6upqbG399/8+bNCILMnj3b2tr609MUd3V1qaqqIggybdo0ISGhpKQkZu/E5Hv9+nVxcbGhoSH67TM2V1dNTY2wsDCCILNmzVJQUMjJyWGzg6e2trahoSE7O/vMmTPff/89giCCgoLl5eX0VhQrYr2gHx0dNTMzQ1+P8N133y1atIiDg2MJe+Hg4Jg3bx7aCcPFxRURETHO98c2NzfLyMigC37//ffoqpi9N5MJ3R10nmoEQaSkpCoqPjPTIZVKTUxMRGcqRhBk3rx5zN6JycfBwbFo0SL0Eufnn382Nzdn4IWCRCLR19f33YvbFixYwGYHz5IlSzg4OBYsWIDu4PLly728vNj4wvd9rBf0AICOjg4rKysuLi6Erc2cOVNQUDA4OJiuY7GsrExDQ4ODg4PZxf+yFixYoKSklJubO546IZFIL168EBISQttxbGzt2rVmZmbjvP770PDw8IMHD3h4eNAOQDbGzc3t7u7+xQYXTTksGfSogoICa2trfX39a2zKw8ODrvdfvzM6OhoTE2NiYsKulWNkZBQSEkJvoxWLxfr4+BgYGDC7+F+Evr6+paVlVlbWxN8pVlNT4+TkxK4Hj76+vr29fWlp6ecrgo2wcNBDEARB4wGDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNseeQU+j0chk8ujoKA6CIOgDo6OjJBKJSqUyO6u+ErYK+r6+vvr6+tjYWHd39zt37ly4cOHs2bPnIQiC3nPu3DltbW0zMzNnZ+fw8PDq6uru7u5xvtuHRbFD0OPx+NzcXGdnZ1lZ2S1btnBwcMydOxd9zTEEQdB/mTNnzuLFizdu3CglJWVtbZ2SktLT08PsPPsiWDvoR0ZG0tLSrly5snr16tmzZ7/7/hYsWLB69ert27fv2bNHWFhYEoIgSFJSSkpKVFSUl5d3+/btGzZseP9FbDNmzPj111/l5OSCg4O7urqYnW2TjIWDvqys7NKlSytXrnz3PXFzc6uoqJiZmQUGBmZkZFRUVDQ1NfX09AxCEAQNDg4NDfX3979586aioiIvL+/FixeWlpZqamo8PDyzZs1Ck+SXX345efJkSkoKO3XmsGTQj42NPXnyZM+ePegXM3v2bGFhYUdHx9LSUgKBwOzSQRDESshkclVVlYuLy5EjR3766Sc0VdasWWNnZ9fR0cHs0k0O1gv63t5eU1PTxYsXo98HNze3i4tLc3Mzs8sFQRBra29v9/PzO3DgAPpu9Dlz5pw6daq2tpbZ5ZoELBb0/f39BgYGc+bMQb8GeXn5/Px8ZhcKgiD20djYePny5UWLFqFNyZMnTzY0NDC7UBPFSkGPw+HMzMx++OEHtB/N2Ni4t7eX2YWCIIjd4HC4Bw8erFq1CkGQ6dOnq6ioYDAYZhdqQlgp6AMCAtC75D///LOxsfHQ0BCzSwRBEHuiUqne3t6//fYbmvUGBgYjIyMTWeHg4GBlZWVmZmbyuGVnZ1dXVw8PD098d1gm6IuLi3l5eREEmTlz5uXLlwcHB5ldIgiC2BmFQnFwcJg3bx6CIL/99ltoaChj6xkZGQkNDT179uzWrVt/+umnGeO2YMECbm5udXX1iIgIHA43kX1hjaAfGRm5dOnSd999hyCIlJQUG3SZQRA09fX29p4+fRrtrJeVlcVisfSuYXBw0MzM7H//+99EHuzi4OBwcnIaGxtjeEdYI+jj4+PXr1+PIMjKlSvDw8OZXRwIgr4VL1++3LhxI/oYZkBAAF3L4vH4+/fvo0MEf/jhB3FxcXNzc3d3d29v7wef4+7ubmFhISwsPHfuXDT6QkJCSCQSY3vBGkFvamqKTmmgqqra39/P7OJAEPStIJFI+vr6aMtaW1ubrp56DAYjKyuLDhHU0tJqbGykd+sYDEZVVXXGjBkIgmhoaAwMDNC7BhQLBD0Gg5GUlERH2nh6ejK7OBAEfVtCQ0PRu7I8PDzZ2dnjX7CoqIiHhwdBEE5OzoSEBMa27uLigg41VFFR6e7uZmwlEwp6CoWCxWJLS0uzs7MzMjIyPycjI+PVq1dVVVV0DYuMj4/n4uJCazknJ2ciBYYgCKJXY2OjhIQEgiCLFy/28/Mb/4K5ubnbt29HEGTdunUZGRmMbd3Z2RkNelVVVSYEfVlZmampqZCQECcn59y5c2fNmjX7c2bOnPnzzz+vX79eWlr6/v37bW1t49nQ48ePly1bhiDI0aNHGbj2gSAImoixsbFz584hCDJr1qx79+6Nf8G8vDxubm4EQdauXZuWlsbY1p2cnJgW9PHx8Tt37pzIfeTvv//+1KlTTU1Nn92WnZ0d+iismpoa7KCHIOjru3LlChpcpqam41+KtYO+uLj44MGD6G5v3LjxwoULtra2bm5urp/k5ubm4uJiY2OjqKiIPl48c+bM69evf3YCaFNTU3RbhoaG384bYSAImjpu376NToBjYGAw/qVYOOgpFIqzs/OPP/6IIMju3bvj4uLoHfEzPDzs6OiI9sZs3br1s93uZmZmaBXfunWL3tJCEARN3N27d2fOnIk2N8e/FAsHPR6Pv3jxItrEvn79OmNbLSkpQW9Gr1mzJikp6dMftrCwQB+VMjExYWxzEARBE2FjY4OOcfxWgn50dFRTUxMNemtra8a2WlRUtHv3bnT/k5OTP/1hGPQQBDHXtxj02traaNBbWVkxttWCgoJdu3aho45g0EMQNMXBoGcEDHoIglgIDHpGwKCHIIiFwKBnBAx6CIJYCAx6RsCghyCIhcCgZwQMegiCWAgMekbAoIcgiIXAoGcEDHoIgljI5AU9DQAyALTxr4T5QW9jY8PYVmHQQxDEQiYr6ClkIiYvZrClHAAAAPWf/2h//fsHGPQQBEFfw2QFPZFEsjG46aavWBNrVxR2pzDsTmGYZUGoRW6gUWtl6kDH666GAvzIP17XAYMegiDoa5isoKcB4PM8X1TiwiH+4yKCCmJCp8SE1YQFFXdvl3j4ICg3pzj8eXwrtuP9lcCghyAI+hom8WbsCAWkNYw+yusOK+mLLmqNy2uIKsY+K+ypaBtrGyDUdY4N4ynvrwQGPQRB0NfwJUbdjLZmFT7Wf+mgUvzs+sibJADGProSGPQQBEFfw2QHPa2lMNbsnOLufSc28svw8cncUFOpy34OqB95t8cUDfpBAGpIoIUIiFQwBsDox1YCgx6CIBYyuUFPJuJdbE11LD09X762cPPziCs3dH3q7Gg10NX64UqmStBTqAD9GaIBkF47eN42SvC01XXHkKb2vpdFr/2SintGCP9aCQx6CIJYyOQG/ejoqJmlTXRCfFdHi6eLY9vr4pcvQ+/Y332DwX64kqkS9IW1bSYBmRk1XUXNQ0oX7S9IiBgf5zuvolxUVv4q7sUp+fP+L7JI/7i7AIMegiBWMrlBTyCS7ey9fWxty/Nz7G1u+95QtLh4xvlhSB+O+OFKpkrQV5TmKysp3rR0c/B8bKirSGhOqy58ecNQPz8/d2yw48a1yxaWd0dG/tGFA4MegiAWMrlBTwMgvRTj8yyhsLTW0s57j4CCjsWjYuzwR5+XnSpBTyMN9uQ9qo/3cbW1VL98vaCLlFJSdcnwRkJuQUZT3ymdy672t/GjI++vBAY9BEEsZNJH3VBohEe98OsAACAASURBVIbqlKa8sPzq16GVDQ29Hf+1kqkS9O80liUaaSkeVTWRuWDHJ6F49ILNiTM3r6ker80JB7R/9N3AoIcgiIVMctDTqHVZz03OndCSkcx5fr848WmUl0V7VQ4A1A9XMuWCHgBCX3nEEyPl6/Kil04IXFYQe2R+vq8k/MOhNzDoIQhiIZMb9CTCmN0dM9WbblrOsYZG5t4B8Veu3w1wscYPfSTHp1zQkwHoooHBASyxo6C2MtnrWaB7XFrlEPHDjicY9BAEsZDJDfoxPOGO44PY1ETsQJu9h1txTXV0SoK9/Z0WzJsPVzLlgj69Cqt992lCeikBANP70fsEpY8LS1w0ccutbv9X1sOghyCIhUzyOHoq7fGz53d1Tz6zPn1DRzrATNHu+kmLu7bYzr4PVzK1gp5Modk4eCseO9ZWm1dYh5U+Ied1Q6ku0uHKubM29/xwY/8YNgSDHoIgFjLJo25o1PtO7mvXCHLzyAkcUt+y58SBk9ceJZSOUT6ykqkV9CQy6e4dC50rlzJbhzVtHksfl35TlduBI1w0NLaytBgdgaNuIAhiVZPcoqdQYvIr3BILIyraEus6n1e253TiPjqJAJhqQQ9o1IyoR2oKSnuP6B0ROBhirUvD90YmvtI6czYhxJdK/sccDjDoIQhiIZMb9BQqra4yLT/CvDzSrDLWqjLmdkWkaVtlPIX870kEwJQLegAo+M7qZM8nFkoJz+zbB9pHAKguTSpL9sAPYv61Ehj0EASxkMkNeiqVGuD3XEzojKiQmrT0xX27ZbZxcrnb2RPwrBD0AID2MaJPcsEFx+Czd4L1nKO8ksubRz4y9yYMegiCWMikPxlbiR0NzesLy+uLLhvxzWg/Zejh4vJgZKDnw5VMuaAvweLVb4dJiiuaqB65pyd9U1lKSlTpkkNkTS8BjrqBIIh1fYn56N+XmJLo4WSPbX7z4Z+mVtCTqVQn3xA1BemCEGtC6ytKb/lYS07W0zsXzim6Pno+RoRPxkIQxKomfT56fHfNYE3UYG30yOukweoYb0t1y1vGzW1dH65kagU9iUS8ffv2uYuX+4l/j6RsG+jTvmZoYW6Bg6NuIAhiWZPeRx/k7atwQFjhoPA5CalTIqKHj53xfJ4+SpryUyDQaNTUUC+545Jqd0IfFg6GN+B9C/rVLJ4qnpBJC/WEo24gCGJdkxz0NFpcHuaaR9ZV90wjr2xjv8Kggs5O/Ecnr5xiQQ8AACOtWfcNz4vsPCJy4thxzSOHjp8T2ZXqZUAbbvnXSmDQQxDEQiZ/9koAiH/9I39yJVMl6GkAUACgAEADgAYIvc2JNZluFYkutdluQ81xgNL/4Upg0EMQxEK+9M3YT5gqQd/aN+oUX6PrX2AcUmocVmEWVWkRVWEeUWYZV+GT31o1QPuw2wkGPQRBLAQGPWiqr7murnJk18ZThw8oi+1XFj+gLH5A5fCBs4cPyQgdPXv1XkZNK/WfvU8w6CEIYiEw6AF5rG+wPqan6GFfRVBf+TP032BVCAkTVxfrcUFFycrBCzf2jye+YNBDEMRCYNB/3AANxPaAS8/KDhxVdXe4TSLAd8ZCEMSqYNB/XFVZzVlFPVHu3T43lfqbsgD4R98NDHoIglgIDPqPI/ZhB/IejZY/AmON/0p5AIMegiCWAoOeETDoIQhiITDoGQGDHoIgFvJNB72VlRVjW4VBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAuBQc8IGPQQBLEQGPSMgEEPQRALgUHPCBj0EASxEBj0jIBBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAthLOhzc3O3b9+OBl1GRgZjm3Z2dv7xxx9h0EMQBH1ZjAV9cXExDw8PgiCcnJwxMTGMbdrV1RVt0auoqHR1dTG2Ehj0EARBn8FY0Dc3N8vJySEIMnPmTBUVlcbGRjKd6urq5OXl0QDU1tYeGBhgrPww6CEIgj6DsaCnUCiPHj1avnw5giCzZ8/m4eGRkJA4PG4SEhI7duyYPXs22ssfFhZGpX74YtZxgUEPQRD0GYwFPQBgYGDAzs5u9erVyASsXbvW09MTh8MxXH4Y9BAEQZ/BcNADAAgEQkZGhpaWlrCw8MGDB4XG7eDBg8LCwhcuXMjKyiISiRMpPyNBr6mpiQa9tbU1Y1stKipC71HAoIcgaOqbSNCj8Hh8D0PGxsYmXn66gx6Px1+6dAkNeob3uaSkBA361atXJyQkfPrDMOghCGKuiQc9c9Ed9BQK5d0Afm5u7vj4+JGRERw9+vr67O3tlyxZgiDIli1bsrOzP73Fd0FvamrK4F5CEARNwN27d7+toAcAlJaWCgsLo436DRs2yMrKysnJnRwfBQUFcXHxpUuXIggyffp0fX39np6eT2/O3Nx82rRpMOghCGIWa2trNOgNDAyYXRZGMBL0VCo1Li5OQEAA3XPGzJ8//8yZM/X19Z/d3O3bt9EWvZ6e3gTvSEAQBDHA0NBwgv3VzMVI0KPq6+stLCyEhYX5+fn30YOfn//YsWO+vr7jfMrL3d19/vz5CIIoKysz/GAYBEEQYygUio6ODhr0FhYWzC4OIxgPegAAmUzu6upqbW1to0dra2tfX9/4txIUFMTJyYkgyNGjRxsaGiZSYAiCIHoNDg6ePn0aQZDvv//eycmJ2cVhxISC/utITk7evHkzgiBbt25NTU1ldnEgCPq2VFZWCgkJIQiybNmyp0+fMrs4jGCBoG9ra5OWlkYQZNasWfb29swuDgRB35aAgAB0lKCgoGBZWRmzi8MIFgh6AICNjQ064YOMjEx7ezuziwNB0LdibGxMXV0d7aC/du0agUBgdokYwRpBn5mZic7f/8svv3h4eDA8sw8EQRBdQkJC0HuEv/76a2hoKLOLwyDWCHoCgWBgYICOpufm5s7KymJ2iSAIYn9YLFZCQgJtzispKWGxWGaXiEGsEfQAgJKSkv3796M1rqio2NrayuwSQRDEznA4nLGx8dy5cxEE2bx5M8PvApwKWCboAQAhISHLli1DBzlduHABdtZDEPSF4PF4Ozs7Dg4OBEFmz55ta2tLoVCYXSjGsVLQ43A4BweHhQsXIggyd+5cTU1NDAbD7EJBEMRuBgcH7969u3jxYnSw34ULF9ra2phdqAlhpaAHAOBwODs7u//973/oFyAuLh4XF0cikZhdLgiC2ERRUdGZM2d+/vlntC2vra3NBg/ks1jQAwDweLyDgwN6HxxBkOXLl1+9erWoqAhOgwNBEMNoNFpdXZ2Njc2mTZvQbFmwYIG+vn5nZyezizYJWC/oAQAUCiUhIeHIkSPTp09Hv5JVq1ZpamomJydjsdjh4WFmFxCCINYwOjra0dGRm5trZGTExcWFDu1DEGTHjh2PHz/G4/HMLuDkYMmgR2EwGFNTUy4urvdnxNy2bZuampqbm1t0dHRycnJaWlpJSUllZWU5BEHfvIqKirKyspycnJcvX8bFxXl5eWlra+/ZswftDUb99ttvWlpaJSUlzE64ycTCQY8qLy+3sLDg5+dH34XyzrRp07777ru5c+euWrVqw4YNayEI+uatW7du9erVCxcunDVrFjr5+TuzZ8/etm3blStXMjMzWfTx109g+aBHvXnzJjAw8MaNG0ePHl2/fv2CBQveXYJBEAR91C+//LJ27VoxMTF9fX1/f//q6moymczsMPsi2CTo3+nu7s7Ly4uLiwsKCnr48KEPBEHQxzx58iQ2NjY3N5fVh06OB7sFPQRBEPQvMOghCILYHAx6CIIgNgeDHoIgiM2xcNAPDg5mZmY+ePDA0tLyFnuxs7MLDAwsLS1leHYHLBYbExPj4uJibm7O7L2ZTGZmZi4uLhEREW/evGGgWioqKp49e2Zra8vs/ZhklpaW3t7eaWlp/f39jB0w78Pj8fn5+QEBAVZWVszes8lkampqbW3t5+eXm5uLw+EmXlEshCWDnkajJSYmKisrr127Fn3zFPuZN2/ejh07rl69WllZSVfl4HA4b2/vw4cPL1u2jF3HmHJwcAgJCTk5OXV3d4+zWhoaGgwMDHbv3v3LL78wu/hfxIwZM1avXi0vLx8VFTWReRYLCgo0NDQ2b978rwdT2MacOXO4uLjU1dW/qddasF7QU6nUiIiIdw/Ezp49e+HChRxsZMmSJQsWLHh3XMrIyNTX14+zcvB4vJWVFTrBJ4IgP/zww+LFi5cuXcrsfZo0S5YsQWebQhBk3rx5JiYmn53xgkajNTY2oq8dRhDku+++mzdvHrP3Y5ItWrToXYuHi4srPDycgayn0Wh5eXn8/PzoembMmLFgwQJm79mkQc+ChQsXzpgxA93Bffv25eTk0FtLLIr1gr66uvrQoUMIgkyfPl1AQMDd3T0lJSWbjWRmZiYmJpqamv7555/oL5mBgcHAwMB4KiciImLlypVoxCsqKgYGBqanp+fk5DB7nyZNRkZGeHj4mTNn0N/CZcuWPX78+NOvlhwaGjIxMUEfg/ztt99u3rwZHR2dlZXF7F2ZTKmpqQ8ePBAUFJw1axaCIEJCQhUVFfSeWa2tradPn0YQZNq0aZs2bbK1tU1ISGD2nk0a9CxISUm5d+8eNzf3tGnTpk2bxtIvjaIL6wX906dP0Xmid+7cmZqayuzifClEItHJyQmdgmP//v0NDQ3jWery5ctog0VJSamxsfFLF5JZuru7z507h2a3np7epx9Yb2pq4uXlRRDkxx9/dHJyGh0d/Wrl/Mqys7O3b9+OIAgHB0dISAi9i2dlZf3xxx/oz2FQUBBLv2fj00JCQn7//Xf06icjI4PZxfkaWC/o7927h57hp0+fZuOTFgAQFxeHzsbMx8c3zt6b48ePo5elXl5eX7p4zHXnzh30J01TU/PTUwxWVlYuXboUQZAVK1ZUV1d/tRJ+fR0dHWJiYgiCLFmyJDAwkN7Fo6Ki0P4fXl7e8d/8YEUlJSU7d+5EEGT9+vUvX75kdnG+BtYLeltbWzTLNDQ0JjKJKIlEIlNoDC1KJRMJRBKZytjS4xYREbFixQoEQfbu3TvOoJeUlEQrx9/ff+IFoJEJuJHh4ZHRqTb9B5lMtrCwQCep1tbW/vRhUFFRgd604OTkZGysziShUcgkAoHE4EE3DhgMBu3V5ODgePr0Kb2LR0REoFUqICAwNDRE9+apY2O9mMbamobWgaHJPGLIRFwHtq62trGrG/fJTrpxy8vL4+bmRhBkw4YNLP0m2PFjvaC3s7NDs0xdXX1cLfqh2rgnno9jy7v+ejEJueNVwF0DA+vHpS0fv4/XU5Ps7xWQVNzx8cOVik0L8Q14kd/+hQdoMRD0UlJSaOU8fPhwYhun9Tdme7tZm5ubWZgbW/tGl/1HXX2g52WgV0BUyRBhUk7JjyOTyebm5uMPerSvj5OTk+7uLBq59dVzZxv7uPrBv7c+2poR6uMbVtBD1xSH5OHa7LAH3tFVX6ytPMGgj4yMRC+S9u3bN857Qv9AKM73kDm0Yd3eC6ERrXQv/d+6MZnGGlvXbRS6bZ89OimzSsKgZwH0Bj0NE6a+/4+95x6WjQAAAKE1zVRpx9LfefVso5p6xz66SEXQZZ41fHruBf9xVA1W5aZlFDT2f+F3EjAv6ElNSQ8vnZS5bu8eEh4ZHR5grim9V1onpqSL/K41SqN+rAeXRiFVGIpzC6n7tg5SPvFRGm1Cl0NfK+hppN5aN+WjGxYtErEMb/9r58e6s40Ob9wi5VA9+OnF/4XYVpuX8rIYO/ylmvTMDvr8bAehnUsWbTz9OLiZ7qX/W1djyiXFFQt/5Ta0SMNNyjkHg54F0N2ib4m6JLHjyNXgJgAGKp9oHd70O5+qVwr2rwYnGVua8NDN3uqufXDma7TVWvXCSHiXuMnjmtbXhXExiTWdI+hHR5rLYqKTiutqq/MyMguaBsmgvyEvM/NVdurLoAfuDra2Tj7B+c3Dk9WUZVbQ49uzrh47eOr2i/Z3e9KeZnP7TnhuG4kGqGN9aYF2ZqaGRtevWfnHtwxRABjJD/NyNLUwuGXu9NT5vMQhuavBXcMA0MbKYzyNjY0MjQxMPZ7X9pAAAISeymeuNrduGhlcMXANy+jFMXLH7ysFPRX/Osr6xBFlMzPdY+IqD4rf5vpYT56lHN8+Rfe6t90bQ1UpTxzt7Zw8fFNqhwAA1OGW7BcPHicW99EAAFR8U9aTp8Gpta0drwtephShl0aknornPi72dvYuXo/TKtompauD2UFf+MpJnP+3FdzqT8Na/v5vWmtOpq+hwUUtLW1tbU0NLRMX97TOzn+997OvMP/Z7WuXtDW1tLS0tK87BkXWk/+6YO5qSr2q+ufyVbzGVhmwRc+gbyHoIy8f3SNn/CwjO0JPctee4zdjyv5qiZF7XwUYq8id0DCx9bTVU5ZX0HFIxIyCN9Emwjzi5sFNvdnu0rx7NH1yhgAAYDjBRo5H6Mz9lEhLpYPCSl5lw6A2xFBg4587JHXN7Ty9XO6oS/CJqJrENE7C04mAeUHfknjnsLDsw8Kuf/xivW2GDkfZacsoXA6OT81JcDgiyH/xfukAvtdVmffXJQfuBscUVKdclxaSvRraOTSc+/CalLCkmV9USlqYvqK47JVHb/raQs1l9kkZvohJS3xkb3DHu6qNkdvpXyfoiV3FDqqCwpceVLdVucrvOXI5sI0KAAB4NOiVPBoJgDLc8MJa/YTCGUMnO+tbZ6XltRwiqgijzbF3FLZz8ZtFNwx3Fdmf2LNBwiClsjLaXp6bWz2sEeC6Mh00jksomT5wsbl06uhhVfN0zMcvLukydYL+ORYAAGi4torHRjeE1vPwCEndcLB/5OPvcvmS7M5126SO3krJRLt3xtqbI8zMpHfuFT5x0tzd6fF9X0cd3ZP82w+cOeX4qqgTANDTlHoNBv0EsX/Q09oSjWV3ce/YvXoV5/82yT3J/TuFe0oDVPfxKZgG1eGINNJwvpcu/1ZJh5eNr1NtDu8SM35SA4g191T388vb5XYD0J92RZhb5IJX1UiplQK/gJxH2TCoD9Zft3SDslViD4kGAKUx9pb4zv3XAgrpv5P1EcwK+voXt6QkNZ/XfvSdyKPVyUHBkbkNzR0N+b5S21eKXotpH+r21BTjO+nQNgoAaLmjICRjENnaWmgkvUfaIrKbBgAAfem2h/jFXdOrQq3Udu8+ZOid3NTSgmnvIzLUjfFVgp7YlGAvuVvgZnQLmYp7/UiXZ89x96IhAAChN89Sjl9AxbuVPNqQYim25aDhizcjZBKhvzbs2uEtvJox3RRSb/3Da8e5eWXVTood3Kd8v6ifRuyIsJLZsk09AkPpLHMX/eNXMcPItgHcSH/nm6aWfoaubP5ligT9dvWn4e0AgP72dFNN7vnLueS0nrU2vr1moZJqHnucWLuC45C046sGCqmv1NOCf9VqrlM64d1/n5m1vo6Sa1askFP3r+4CI82pRmf/XAaDfiLYP+hBV4q+2IY5S3YcVzklunvLXqXbyW/Q60ZyZbDhQe4dYucN73m5OTm7215X2L1h783oorJMe6ndojcellEBaI27IyVy6mEmtjneTlzw+N3IRgAqrOX3HVR5UD4Cap9e3rtLxjb87SD3vlIvaR7+czbpnZPRfcOsoO/IuCdxUNItq+P9EG4sTE3Ob8Lhh2qinc+qndW5qH/9jp74jm0q5smdw133L0gcOf8AO0AGoM5CXujEjajWxlTdI6IXg0refkPNYYoHBIwjWnEEQubDG2pnzqnISh4/cyO2qpNMf9Z/haCnjTQGXOL9feWec6YOzs73rA1VNy9ftv9C0CAAxP4CSzn+/ap+Hf29r5wU/ly3X9PKxdnZxc3J1vSc6JaNh12LcQAAWm/2FYH5yJxles+bAACA1BZ+V34Xj8bzBhppCBNsfnbf1tX7lW84uN5/nlE9NBlj1qdK0Gs8C+8CgFxf5XGMb8X69Wf9Y/7R8GlrClOV/GPhn1KOj8paq57qyK79Y+3BKyZBKbGJsXExsTHxiemxro5qW/+YvYZPPyIbEJozjTXWLlsJg34CvoGgb425cHgr//lHr8mgI/Oe2DoOLknTlDYCAJQKP+2dm7YfuWju5eXm6uzsft/3WURqff9wVYyZ6C6xG76lBABAf87ts/Ia1y0MzyuduuJW0AUAyDc7wS+EBv2zywI8x61Da9H2Sme+61GevedtM7tYOegpQ9V2ahIyuo757W8DtK8+RHrvzrOOWT3tL88I7T7lkjEKAOiLVeTjOmwY3znU5aUldui0W3MfGYA6M1mB41dftHZUWSvzCGvfbyQAAEDNk6sCe5UDK7EtmDrsIAAA4BpCJdYskbodS9/YFQDA1wh6UmuGp+SuTUcu3nVzcXZ2dnFxcbh17sAfG456lYwR+kqt5PcKnvbr6O5Mu31kyboDFx09XZ2dnJxdPHyehCdkNw1QAY3QnOohu3Xhgl9/F7MI7iQCQOqIuCu/c9f5oKq3v2xvMgM9nO5ePXWIa+3uy4/z+yd8j/arBj0VP4YpzIuOjEourx8kkAEAhMJcZ3H+337dqv70eScAxOpKZ+k9nLw7Lgenk8F7O9eBideT3/z7Vhm34MyyQruj/L8v+onroLjKGRVVZRVlZWVlZZVTp1SUFE+fN7SLrH4DRjCZN86tgUE/Id9A0DdH6B3eevhyYA0BAEBtTrY//MeSzSLG6S1E/Jvn6gd4T5qEoJ0UtM6qtNjkui5cbaTJwW3C131KxgAAAJ//5PqeNf/7Za3g7YjSYRoA1Jybx3fvV/QqGwE1gXq82yVuB9egQd+R53yEe89Z6wyWDnoAQG9N+t1zErJnLtk4Oru5WGiqKZ6++aC6Cw8IDR4Xj0upGdk4uztbXBPYxLnxmFlRR5OXtpiwigumjwxArak0v8SFJx3DxOZ0X+3jIqoGVg6Ot04rKBreT+/B9+eG3dHQvmF3z8XDxkDtlI5fVgOe/sbslw56ysBrn/N7uY7cKHjv+CK8Dlbauk7UIKarp+ruyT18il5Y4lhjitVh7v1G0W9HmQzXZSUnF/QC2mBtpNahTQfOO4c9sORbv07VLn+I2h1ld3I7t3poHRnXU54Um1CLtnNbI85s+3W3ll/zhBv1XzXoKd390fo6m9cs3mHoWNlLAABQyopdjwv8tn7flbCEEQCozfVPFA6tXMwpae/TBP6+20woL7CT3PvrrgPXIosGsPVPz0muXLFK8p53PSABCoVMJpP/9XxLJ7wZO3HfQNBjoy5J7Th8KbDy7V18SnOCw5Hff98iohte31QT76xxTOj4aQ39a1eUjp84f9WptH/sddxtMR6xGw9L0RtkhMYX8txLV+zTSmjEAQAAKffWib1CKt7lI6D22RUBnmNWYXVvW/QFbsd27ztvm8XqQQ8AIHfXJ7546u/nHxDg9zytouuvLMV3VsaGPPH3C4hIKyvPz0lKzmwZGXxTnpNd2DhKpAEwUp2bnlPaTCADAEDf68ygJwEP/fxi8xtGaAAAMNb/Jj065JGfX0BASF4Dg/X0ZYOeRsC8dD62h0fPv5r0j//uiLWW28R3LjDvpetpwf3KHg0EQCV1pjjpSIqJnLl27fJFPQUp+VuecTVtZa7qAlsPaUR2AAD6Io0kVq+XuJucGuOssodX60UjFd+V6WmkfExO79pV/YvnVdXOG4eVtJJYq0UPcKTX3m4nNy5cIiBqn5XfQyDUB/qr7Fy74rCK96t6AAAgjTREPFDZtGPZWl51b/+K7i4CgTBYVuJ/XnYj5/I9BhaJnWOARmpLjdDm3bNyC5/ukxeNw4MUCoVM7K9KDDXTuHLB3u9V2zAYwKRcUV7+v6XchhZpMOgZxHpBT/eTsYTehsqiiobu0b9DhdJanRsbmVTePgQArft1blJ02IsXL6JSCt90j9IAGO19U15c0dSJe7sEZQRTUVJWg8Wh5z11CFNVWlbTgaOA0e7G0uLKlp4x9CQlDbdVFZfWY4cYnEX+nyIjIxl+MjYgIGAyijBF0fVkbHl5Ofpk7MqVK8f1ZCyNPNRamVfw92/buz+M9jflZha+7uhorysrrW57+8QwebihICEi/HnYi+jE7JohAoUw3FmSlphf343+nYJrzc/KLKjH9rbWFBfXd48CQCMPdzdkxEY8f/48KjatmqGhRx/CYDAiIiIMB314eDhapfv37x/Hk7E0QO0ZKPC+r3VgG88BfvHjxw/wCh9Q1PZKz+kd++vihEpoLsh107kosX33IXFxGWlpCX5RiWNy5uHBpX0Db08SGrUtP9dVXV2Me5eIxJETJ2SPHxcRPCIkfv6WW0w+FkcGAy1Zt3S4N2wVvXMvZ4z4n+WhQ35+/o4dO2DQT2mOjo7o4aiqqvrZKWpZWmxsLDrXDS8vb11d3XgWkZGRQYPew8PjSxePuSwtLdHm52d/7ysrK5ctW4YgyIoVK+id3J+1tLe3o0G/ZMmSJ0+e0Lt4VFTUnDlz0OOts/OjY64+RKEMYurL8l5lZWZmF5TUdw185BoNj8OWleZlZWVmZmblFFRjuz5sllOHBzElRblZWZlZWZmZGbkVlS3vno0iE3EdrfV19U1dPaOTM+1ISUkJGvTr1q2Dc91MUcHBwegcVVxcXDExMcwuzpdCIBCsrKzQt2QICgqOc/bKa9euoRPVSklJjX8We5bT1tamoKCAvlbl4sWLn569EoPBCAgIIAgyd+5cCwuLT3+YpSUnJ6PvaVi6dGloaCi9i+fk5Kxbtw69IPD19f0SJZwiAgICli9fjiDIxo0bv5HXj7Be0Dc0NLzroNi2bdulS5dMTEyM2IuJiYmqqiraDv3hhx9MTEzGOclUUlLSmjVrEASZMWOGqKiooaGhsbExs/dmMt28efPGjRsSEhI//vgj2hsTHBz86fnoR0dHra2t0avARYsWqamp3bx5k9n7MclMTEwuX768Y8cO9Mfv8OHDDMzT2dXVpaWlhZ5Zv//+u5aW1kcPwoSf2QAAAZ5JREFUnhs3bhgbG5u/x+Jv5v/Bgs7PfPCpTy34b6ampjdu3PhoRZmammppaa1duxY9R86ePdvW1kZvRbEi1gt6AEB8fPyuXbuQb8D3339/+vTpcTbnwV+z2KM9+2yPg4PDxsZmcPDzM860tLSoqqqy61sn/2XXrl3x8fGMzSZfUlIiKirK7D34Sg4fPpyfn89ALbEilgx6Go1WVlZmYGCwfv36+fPnL2A76E7x8vI6OTnR+wYcPB6PvlB3+fLl7Fo5HBwcx44de/78+fhn0+3s7PTy8tq/f//ChQvZr1rmz58/f/781atX6+npFRQUfPoS59Oampqsra25ubnZr5YW/FVRmzZtunXr1jjve7EHlgx6FB6Pb2xsrKqqqmZTWCyW4TN2YGCgtraWXSunpqaGsTdjtLW1MbvsX0pVVVVDQ8PIyAhjB8z7KBQKBoNh14OnqqqqqamJSJyU8Tssg4WDHoIgCBoPGPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLE5GPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLG5/wO4bITgSzIqBwAAAABJRU5ErkJggg==" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><br />
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<b><span style="font-size: large;">Identificación y uso de pistas.</span></b></div>
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Las preguntas no son la única herramienta la otra opción es la pista y que es la pista, pues la pista es un dato que nos ayuda a encontrar una respuesta o una explicación de un hecho, la pista es algo que no conocemos y nos ayudan a encontrarlo mediante las inferencias pero estas deben ser validadas respecto a si son verdaderas o falsas.</div>
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<b><span style="font-size: large;">Práctica 1:</span> </b>Hace dos noches unos ladrones entraron a la casa vecina. La policía está tratando de averiguar lo que ocurrió.</div>
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<b>En esta casa hay un perro que ladra durante las noches y los dueños dicen que lo hace cada vez que escucha algún ruido extraño en los alrededores de la casa. Sin embargo, durante la noche del robo no se oyeron los ladridos del perro.</b></div>
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<b>¿Qué se puede pensar de esta pista?</b></div>
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- Pudo haber robado un familiar</div>
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- Mataron al perro</div>
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- Le pusieron un bozal al perro</div>
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- Le dieron veneno al perro</div>
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- Le pusieron algo para que se entretenga.</div>
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-79149269526868858422012-12-19T07:51:00.000-08:002012-12-19T07:51:24.482-08:00<br />
<span style="font-size: large;"><b>Lección 10: </b></span><br />
<a href="data:image/png;base64,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" 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" 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<div style="text-align: center;">
<b><span style="font-size: large;"><br /></span></b></div>
<div style="text-align: center;">
<b><span style="font-size: large;">Uso de las preguntas para Buscar Información.</span></b></div>
<div style="text-align: center;">
<b><span style="font-size: large;">Ejercicios de Consolidación.</span></b></div>
<br />
<br />
En esta lección recordaremos la lección pasada de las cuales son las preguntas evaluativas y descriptivas de las cuales las preguntas descriptivas son características producto del proceso de observación y las preguntas evaluativas son respuestas con diferentes juicios u opiniones con base a los resultados obtenidos del proceso de evaluación.<br />
<br />
Práctica 1: Formula una pregunta convergente y una divergente acerca de los temas que se especifican a continuación:<br />
<br />
<b>Los Astros</b><br />
<br />
1.1 ¿De qué color es esa estrella? <br />
1.2 ¿Cuántas estrellas hay?<br />
<b><br /></b>
<b>La Viruela</b><br />
<br />
2.1 ¿Cuáles son los síntomas de la viruela ?<br />
2.2 ¿Causa fiebre la viruela?<br />
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-13995007522715431902012-12-19T07:48:00.000-08:002012-12-19T07:48:20.349-08:00<br />
<a 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" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="font-size: large;">Lección 9:</span></b><br />
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<div style="text-align: center;">
<b><span style="font-size: large;">Uso de las preguntas Descriptivas y Evaluativas para buscar información.</span></b></div>
<div style="text-align: center;">
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Las preguntas Descriptivas son aquellas preguntas que se elaboran a partir de características producto o suceso de la observación, las Preguntas Evaluativas son respuestas con juicios de valor o mejor dicho opiniones o criterios de las demás personas en base a los resultados de la evaluación.<br />
<br />
<b><span style="font-size: large;">Práctica 1:</span></b> Redacta dos preguntas descriptivas y evaluativas.<br />
<br />
<b>Preguntas descriptivas:</b><br />
<br />
1. ¿Qué función tiene ED-MODO?<br />
2. ¿Cómo se llama la parte de la planta que sujeta las flores?<br />
<br />
<b>Preguntas evaluativas:</b><br />
<br />
1. ¿Qué te parece ED-MODO?<br />
2. ¿Qué te pareció el primer día de clases? <br />
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-55357729269554720322012-12-19T07:46:00.000-08:002012-12-19T07:46:19.146-08:00<br />
<span style="font-size: large;"><b>Lección 8:</b></span><br />
<a href="data:image/png;base64,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" 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" 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<b><span style="font-size: large;"> Uso de las preguntas convergentes y divergentes para buscar información.</span></b></div>
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En esta lección comprendimos lo que son preguntas convergentes y divergentes, las preguntas convergentes son preguntas que tienen una sola respuesta y estas se formulan para obtener una información determinada o específica, las divergentes son preguntas que tienen bastantes o múltiples respuestas, pero estas son de información general o puntos de vista de un hecho determinado.</div>
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<b><span style="font-size: large;">Práctica 1:</span></b> Redacta tres preguntas convergentes y divergentes.<br />
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<b>Preguntas convergentes.</b><br />
<br />
1. ¿Cuántos años tienes?<br />
2. ¿Qué signo eres?<br />
3. ¿ Color favorito?<br />
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<b>Preguntas Divergentes.</b><br />
<br />
1. ¿Qué te gustas hacer el fin de semana?<br />
2. ¿ Qué programas de televisión ves?<br />
3. ¿Qué Recuerdos tienes de tu infancia?<br />
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-34719506389149317622012-12-19T07:43:00.003-08:002012-12-19T07:43:46.358-08:00<br />
<b><span style="font-size: large;">Lección 7:</span></b><br />
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<b><span style="font-size: large;">Información dada, incompleta y requerida.</span></b></div>
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<b><span style="font-size: large;">Ejercicios de Práctica.</span></b></div>
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<a 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" 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" 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En esta lección vimos solo prácticas o ejercicios para demostrar como entendíamos lo que era una información dada, una información incompleta o ambigua y una información faltante o requerida.<br />
<br />
<b><span style="font-size: large;">Práctica 1: </span></b>Te piden que hagas un plan para organizar un club de fútbol juvenil. Contesta las dos preguntas que siguen.<br />
<br />
<b>1.- ¿Qué información buscarías si se te pide que hagas un plan para organizar un club de fútbol juvenil?</b><br />
<br />
<div style="text-align: justify;">
Nombre de jugadores </div>
<div style="text-align: justify;">
Personas destacadas en el fútbol </div>
<div style="text-align: justify;">
Un técnico </div>
<br />
<div style="text-align: justify;">
Un lugar para practicar el fútbol </div>
<br />
<div style="text-align: justify;">
Una Encuestas para ver si hay socios para formar el club </div>
<br />
<b>2.-¿Qué información adicional desearía encontrar aun cuando sabes que puede ser difícil y hasta imposible conseguirla?</b><br />
<br />
Los gastos económicos a través de la historia del club <br />
El número exacto de socios que integraron el club <br />
<div>
<br /></div>
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-31918576389690133382012-12-19T07:41:00.000-08:002012-12-19T07:41:10.997-08:00<br />
<a 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YWP092wUsEyfnKkLmBr0Sabye0T0HtZ1VjqeE5e8GFBVGm2me94ypqW3yO2kIL+OZ157ZbTZueMHj529ZGR44YLsge38mnZZNNAZaS3Hy6cVXAMAANWxluI8YiZBjdTip+dFDim7Z7z9DaTUPzU4Kqp2J6EyzVR2/2H1gAb0MCOUO+uI8Ync/KuRNi4w6FkAI0E/WJ8Y7BeWWjP4r56T4fqIRwGhGSWvy1++CI4tahpC/3sQkxf2OPhlcTseAADIPZVJj3zd77l6PAl+8vhxYFRWdddIa3ZkUFhiRc9fZ+hAzctAH1cndy9PV0/fJ7EVb3qpgDLwJifU39vV1fO+m+eTF+lNffTdOv6CQV/hJbN78zmfqraWvBvHDymb+Qe7XlbWdSpoHah+qrGbT9YjNi/c2UD1kplvUER0QqTdZaE1fwhZx3YRQI3lsV0Cp30b+9Gq7A66Lr6J71IyZgiP9ZFYs/GUS9nbneyL0eDfeOByZHt/6/Or+39dL2xwPywmLjY6Ji46JMD/WWLDYGvoTYlt/HrRVVO266YtykLkzy3SgU2UsY5MY0nurQckDolqBDUR8b2ZN4+u26PkFPfYRmDDDq1Hxf1D/fW5Aad2rFjBb1gyONKSd5tvxfYLAW8AACPYeJ19G3jPPB0Y7c10Udu1S9Q6vqx1sLe9NuneOVEBaYtXg5PTecPcoL+lsHv/WXcMIFW/uC0rInJUTUtD2ypnGLRl2588JKxvG+R1RZ778NV0IgAAtKfcObBxq6xNHgBdUdYnd/NqPqsC4G3Qi9x8hgGdyVePbOFRu1dHAgAAMib6yiH+E8Yv3vSkGh7bJ3b2YT06aA5f5qwjyi9qnIilo7Qw6FkA4zdjWc0XDfoTezapOJb0AtD90v7Enj/mr5JyTm4mA1D2UI2HX+5BbKaXzpGDCtf9whNfpsa4XlHgWr5F3SW7i1BjI7N7r4pnbQ/a0up4elVs6/4riQ0j1NEqF3UpSVl9z8CwiKjn/g5au/9Ytu/K804cuaf8+S01eS0zj7C4hKSEWD9Xj8j06iF8R+iNI1v5L8ZM2aAn9uQ8uqZ0xiShBQBAbggzPMi/V8k6DQ8AeajM20hZ0yqitr7oiYW2tuHdey6uzi7ONzXOy8nrhle3NVc/uyh33jmxAwAw1p3voquqZRXfTwPEvoZEr1uX9HTN7K0sb13Sv+2TUtk9WaMumRn0TTFXJddtO2FTCQCxJcVU9Bdk+gY1hzwyAA0vzcV2bDtrm5Dkc1NSWOyCk1/A4we3NY8vn7t4p7JjI64l1FxyA5eSfzkAAFRE3Ny7epemVwUAI0WPTGUF+OSv3r3v42SkfVxY+npw2SCxJeL8/s18cm9vgwN8sY0q76Y9V2Ka6SgtDHoWAIP+E8YZ9JThluJXmWVvhog0AGhDtdkx4WmVvQQAAG2opTwnpwgzMIbve1OYkRQXF5eYml5UVl2cnpxV2jBAHHlTmptb1vzXczGE9tqCrLya7mEyAIDQ11yYFBUTExOXkJhdUpSTmVlQ24HeeSV01uUkRcXExcbFxcUl59W19BAohI66wqxXVd04unuov1LQ06gEXH9Pz8AYWkDyaHdXRz+eBgCgUYnD/d09g3gaAADf01hTWVFV09g+OIbH97e3dI/giaTR/u7eoTEKAIBGIQz39fQOvBtHT+3H1laWl1fXNfVP6iyKTAx68mBjauj9h+GvumgAUPorE33uOPqlNxIBAP2YrCBf7+iSHuJIU9qju9ev3rSwc3scmRnzxPe+d2DFQH9Nzgsf76iKbgAA6KnPeOzlH1fUCQAA5NHG7FAny+tGRtes3Pwz3uBoAJD7amOf+DyKKOl9O/q5MzfmkU9ASuMQHaWFQc8CYNB/wjiDntV9paBnNUwM+nGjkfCjY4S/hhnTKJ9/iIxMGB0dY+iJw/8Eg54FvP9kLJvNxfEvDAT9N/Jk7Fd6YIrVTPyBKbRKGXhgirXAoGcBE5sCgZVER0dzcnIiDE2B4O/v/6WLx0QUCuXrTIHAWlpaWt5NgcDAXDfvB/3QED1dIazm3RQI69evh1MgTFH379//8ccfEQQRFxdn7/M2KCho6dKlCILw8vLW1dWNZxE1NbVp06YhCGJkZMTGv4IUCsXQ0BCdXF5DQ+Ozk5qtX78eQZCFCxfGxMR8tUJ+fY2NjQICAgijk5olJyejfVxcXFzFxcVfooRTRGZm5saNGxE4qdlUlpGRsWXLFgRBfvjhh8uXLxcXF79+/bqWvdTX1ycmJkpISKCNVnl5+ba2tvFUjru7OzoB4cqVKz08PKqqqurr65m9N5Oprq6upqbG399/8+bNCILMnj3b2tr609MUd3V1qaqqIggybdo0ISGhpKQkZu/E5Hv9+nVxcbGhoSH67TM2V1dNTY2wsDCCILNmzVJQUMjJyWGzg6e2trahoSE7O/vMmTPff/89giCCgoLl5eX0VhQrYr2gHx0dNTMzQ1+P8N133y1atIiDg2MJe+Hg4Jg3bx7aCcPFxRURETHO98c2NzfLyMigC37//ffoqpi9N5MJ3R10nmoEQaSkpCoqPjPTIZVKTUxMRGcqRhBk3rx5zN6JycfBwbFo0SL0Eufnn382Nzdn4IWCRCLR19f33YvbFixYwGYHz5IlSzg4OBYsWIDu4PLly728vNj4wvd9rBf0AICOjg4rKysuLi6Erc2cOVNQUDA4OJiuY7GsrExDQ4ODg4PZxf+yFixYoKSklJubO546IZFIL168EBISQttxbGzt2rVmZmbjvP770PDw8IMHD3h4eNAOQDbGzc3t7u7+xQYXTTksGfSogoICa2trfX39a2zKw8ODrvdfvzM6OhoTE2NiYsKulWNkZBQSEkJvoxWLxfr4+BgYGDC7+F+Evr6+paVlVlbWxN8pVlNT4+TkxK4Hj76+vr29fWlp6ecrgo2wcNBDEARB4wGDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNseeQU+j0chk8ujoKA6CIOgDo6OjJBKJSqUyO6u+ErYK+r6+vvr6+tjYWHd39zt37ly4cOHs2bPnIQiC3nPu3DltbW0zMzNnZ+fw8PDq6uru7u5xvtuHRbFD0OPx+NzcXGdnZ1lZ2S1btnBwcMydOxd9zTEEQdB/mTNnzuLFizdu3CglJWVtbZ2SktLT08PsPPsiWDvoR0ZG0tLSrly5snr16tmzZ7/7/hYsWLB69ert27fv2bNHWFhYEoIgSFJSSkpKVFSUl5d3+/btGzZseP9FbDNmzPj111/l5OSCg4O7urqYnW2TjIWDvqys7NKlSytXrnz3PXFzc6uoqJiZmQUGBmZkZFRUVDQ1NfX09AxCEAQNDg4NDfX3979586aioiIvL+/FixeWlpZqamo8PDyzZs1Ck+SXX345efJkSkoKO3XmsGTQj42NPXnyZM+ePegXM3v2bGFhYUdHx9LSUgKBwOzSQRDESshkclVVlYuLy5EjR3766Sc0VdasWWNnZ9fR0cHs0k0O1gv63t5eU1PTxYsXo98HNze3i4tLc3Mzs8sFQRBra29v9/PzO3DgAPpu9Dlz5pw6daq2tpbZ5ZoELBb0/f39BgYGc+bMQb8GeXn5/Px8ZhcKgiD20djYePny5UWLFqFNyZMnTzY0NDC7UBPFSkGPw+HMzMx++OEHtB/N2Ni4t7eX2YWCIIjd4HC4Bw8erFq1CkGQ6dOnq6ioYDAYZhdqQlgp6AMCAtC75D///LOxsfHQ0BCzSwRBEHuiUqne3t6//fYbmvUGBgYjIyMTWeHg4GBlZWVmZmbyuGVnZ1dXVw8PD098d1gm6IuLi3l5eREEmTlz5uXLlwcHB5ldIgiC2BmFQnFwcJg3bx6CIL/99ltoaChj6xkZGQkNDT179uzWrVt/+umnGeO2YMECbm5udXX1iIgIHA43kX1hjaAfGRm5dOnSd999hyCIlJQUG3SZQRA09fX29p4+fRrtrJeVlcVisfSuYXBw0MzM7H//+99EHuzi4OBwcnIaGxtjeEdYI+jj4+PXr1+PIMjKlSvDw8OZXRwIgr4VL1++3LhxI/oYZkBAAF3L4vH4+/fvo0MEf/jhB3FxcXNzc3d3d29v7wef4+7ubmFhISwsPHfuXDT6QkJCSCQSY3vBGkFvamqKTmmgqqra39/P7OJAEPStIJFI+vr6aMtaW1ubrp56DAYjKyuLDhHU0tJqbGykd+sYDEZVVXXGjBkIgmhoaAwMDNC7BhQLBD0Gg5GUlERH2nh6ejK7OBAEfVtCQ0PRu7I8PDzZ2dnjX7CoqIiHhwdBEE5OzoSEBMa27uLigg41VFFR6e7uZmwlEwp6CoWCxWJLS0uzs7MzMjIyPycjI+PVq1dVVVV0DYuMj4/n4uJCazknJ2ciBYYgCKJXY2OjhIQEgiCLFy/28/Mb/4K5ubnbt29HEGTdunUZGRmMbd3Z2RkNelVVVSYEfVlZmampqZCQECcn59y5c2fNmjX7c2bOnPnzzz+vX79eWlr6/v37bW1t49nQ48ePly1bhiDI0aNHGbj2gSAImoixsbFz584hCDJr1qx79+6Nf8G8vDxubm4EQdauXZuWlsbY1p2cnJgW9PHx8Tt37pzIfeTvv//+1KlTTU1Nn92WnZ0d+iismpoa7KCHIOjru3LlChpcpqam41+KtYO+uLj44MGD6G5v3LjxwoULtra2bm5urp/k5ubm4uJiY2OjqKiIPl48c+bM69evf3YCaFNTU3RbhoaG384bYSAImjpu376NToBjYGAw/qVYOOgpFIqzs/OPP/6IIMju3bvj4uLoHfEzPDzs6OiI9sZs3br1s93uZmZmaBXfunWL3tJCEARN3N27d2fOnIk2N8e/FAsHPR6Pv3jxItrEvn79OmNbLSkpQW9Gr1mzJikp6dMftrCwQB+VMjExYWxzEARBE2FjY4OOcfxWgn50dFRTUxMNemtra8a2WlRUtHv3bnT/k5OTP/1hGPQQBDHXtxj02traaNBbWVkxttWCgoJdu3aho45g0EMQNMXBoGcEDHoIglgIDHpGwKCHIIiFwKBnBAx6CIJYCAx6RsCghyCIhcCgZwQMegiCWAgMekbAoIcgiIXAoGcEDHoIgljI5AU9DQAyALTxr4T5QW9jY8PYVmHQQxDEQiYr6ClkIiYvZrClHAAAAPWf/2h//fsHGPQQBEFfw2QFPZFEsjG46aavWBNrVxR2pzDsTmGYZUGoRW6gUWtl6kDH666GAvzIP17XAYMegiDoa5isoKcB4PM8X1TiwiH+4yKCCmJCp8SE1YQFFXdvl3j4ICg3pzj8eXwrtuP9lcCghyAI+hom8WbsCAWkNYw+yusOK+mLLmqNy2uIKsY+K+ypaBtrGyDUdY4N4ynvrwQGPQRB0NfwJUbdjLZmFT7Wf+mgUvzs+sibJADGProSGPQQBEFfw2QHPa2lMNbsnOLufSc28svw8cncUFOpy34OqB95t8cUDfpBAGpIoIUIiFQwBsDox1YCgx6CIBYyuUFPJuJdbE11LD09X762cPPziCs3dH3q7Gg10NX64UqmStBTqAD9GaIBkF47eN42SvC01XXHkKb2vpdFr/2SintGCP9aCQx6CIJYyOQG/ejoqJmlTXRCfFdHi6eLY9vr4pcvQ+/Y332DwX64kqkS9IW1bSYBmRk1XUXNQ0oX7S9IiBgf5zuvolxUVv4q7sUp+fP+L7JI/7i7AIMegiBWMrlBTyCS7ey9fWxty/Nz7G1u+95QtLh4xvlhSB+O+OFKpkrQV5TmKysp3rR0c/B8bKirSGhOqy58ecNQPz8/d2yw48a1yxaWd0dG/tGFA4MegiAWMrlBTwMgvRTj8yyhsLTW0s57j4CCjsWjYuzwR5+XnSpBTyMN9uQ9qo/3cbW1VL98vaCLlFJSdcnwRkJuQUZT3ymdy672t/GjI++vBAY9BEEsZNJH3VBohEe98OsAACAASURBVIbqlKa8sPzq16GVDQ29Hf+1kqkS9O80liUaaSkeVTWRuWDHJ6F49ILNiTM3r6ker80JB7R/9N3AoIcgiIVMctDTqHVZz03OndCSkcx5fr848WmUl0V7VQ4A1A9XMuWCHgBCX3nEEyPl6/Kil04IXFYQe2R+vq8k/MOhNzDoIQhiIZMb9CTCmN0dM9WbblrOsYZG5t4B8Veu3w1wscYPfSTHp1zQkwHoooHBASyxo6C2MtnrWaB7XFrlEPHDjicY9BAEsZDJDfoxPOGO44PY1ETsQJu9h1txTXV0SoK9/Z0WzJsPVzLlgj69Cqt992lCeikBANP70fsEpY8LS1w0ccutbv9X1sOghyCIhUzyOHoq7fGz53d1Tz6zPn1DRzrATNHu+kmLu7bYzr4PVzK1gp5Modk4eCseO9ZWm1dYh5U+Ied1Q6ku0uHKubM29/xwY/8YNgSDHoIgFjLJo25o1PtO7mvXCHLzyAkcUt+y58SBk9ceJZSOUT6ykqkV9CQy6e4dC50rlzJbhzVtHksfl35TlduBI1w0NLaytBgdgaNuIAhiVZPcoqdQYvIr3BILIyraEus6n1e253TiPjqJAJhqQQ9o1IyoR2oKSnuP6B0ROBhirUvD90YmvtI6czYhxJdK/sccDjDoIQhiIZMb9BQqra4yLT/CvDzSrDLWqjLmdkWkaVtlPIX870kEwJQLegAo+M7qZM8nFkoJz+zbB9pHAKguTSpL9sAPYv61Ehj0EASxkMkNeiqVGuD3XEzojKiQmrT0xX27ZbZxcrnb2RPwrBD0AID2MaJPcsEFx+Czd4L1nKO8ksubRz4y9yYMegiCWMikPxlbiR0NzesLy+uLLhvxzWg/Zejh4vJgZKDnw5VMuaAvweLVb4dJiiuaqB65pyd9U1lKSlTpkkNkTS8BjrqBIIh1fYn56N+XmJLo4WSPbX7z4Z+mVtCTqVQn3xA1BemCEGtC6ytKb/lYS07W0zsXzim6Pno+RoRPxkIQxKomfT56fHfNYE3UYG30yOukweoYb0t1y1vGzW1dH65kagU9iUS8ffv2uYuX+4l/j6RsG+jTvmZoYW6Bg6NuIAhiWZPeRx/k7atwQFjhoPA5CalTIqKHj53xfJ4+SpryUyDQaNTUUC+545Jqd0IfFg6GN+B9C/rVLJ4qnpBJC/WEo24gCGJdkxz0NFpcHuaaR9ZV90wjr2xjv8Kggs5O/Ecnr5xiQQ8AACOtWfcNz4vsPCJy4thxzSOHjp8T2ZXqZUAbbvnXSmDQQxDEQiZ/9koAiH/9I39yJVMl6GkAUACgAEADgAYIvc2JNZluFYkutdluQ81xgNL/4Upg0EMQxEK+9M3YT5gqQd/aN+oUX6PrX2AcUmocVmEWVWkRVWEeUWYZV+GT31o1QPuw2wkGPQRBLAQGPWiqr7murnJk18ZThw8oi+1XFj+gLH5A5fCBs4cPyQgdPXv1XkZNK/WfvU8w6CEIYiEw6AF5rG+wPqan6GFfRVBf+TP032BVCAkTVxfrcUFFycrBCzf2jye+YNBDEMRCYNB/3AANxPaAS8/KDhxVdXe4TSLAd8ZCEMSqYNB/XFVZzVlFPVHu3T43lfqbsgD4R98NDHoIglgIDPqPI/ZhB/IejZY/AmON/0p5AIMegiCWAoOeETDoIQhiITDoGQGDHoIgFvJNB72VlRVjW4VBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAuBQc8IGPQQBLEQGPSMgEEPQRALgUHPCBj0EASxEBj0jIBBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAthLOhzc3O3b9+OBl1GRgZjm3Z2dv7xxx9h0EMQBH1ZjAV9cXExDw8PgiCcnJwxMTGMbdrV1RVt0auoqHR1dTG2Ehj0EARBn8FY0Dc3N8vJySEIMnPmTBUVlcbGRjKd6urq5OXl0QDU1tYeGBhgrPww6CEIgj6DsaCnUCiPHj1avnw5giCzZ8/m4eGRkJA4PG4SEhI7duyYPXs22ssfFhZGpX74YtZxgUEPQRD0GYwFPQBgYGDAzs5u9erVyASsXbvW09MTh8MxXH4Y9BAEQZ/BcNADAAgEQkZGhpaWlrCw8MGDB4XG7eDBg8LCwhcuXMjKyiISiRMpPyNBr6mpiQa9tbU1Y1stKipC71HAoIcgaOqbSNCj8Hh8D0PGxsYmXn66gx6Px1+6dAkNeob3uaSkBA361atXJyQkfPrDMOghCGKuiQc9c9Ed9BQK5d0Afm5u7vj4+JGRERw9+vr67O3tlyxZgiDIli1bsrOzP73Fd0FvamrK4F5CEARNwN27d7+toAcAlJaWCgsLo436DRs2yMrKysnJnRwfBQUFcXHxpUuXIggyffp0fX39np6eT2/O3Nx82rRpMOghCGIWa2trNOgNDAyYXRZGMBL0VCo1Li5OQEAA3XPGzJ8//8yZM/X19Z/d3O3bt9EWvZ6e3gTvSEAQBDHA0NBwgv3VzMVI0KPq6+stLCyEhYX5+fn30YOfn//YsWO+vr7jfMrL3d19/vz5CIIoKysz/GAYBEEQYygUio6ODhr0FhYWzC4OIxgPegAAmUzu6upqbW1to0dra2tfX9/4txIUFMTJyYkgyNGjRxsaGiZSYAiCIHoNDg6ePn0aQZDvv//eycmJ2cVhxISC/utITk7evHkzgiBbt25NTU1ldnEgCPq2VFZWCgkJIQiybNmyp0+fMrs4jGCBoG9ra5OWlkYQZNasWfb29swuDgRB35aAgAB0lKCgoGBZWRmzi8MIFgh6AICNjQ064YOMjEx7ezuziwNB0LdibGxMXV0d7aC/du0agUBgdokYwRpBn5mZic7f/8svv3h4eDA8sw8EQRBdQkJC0HuEv/76a2hoKLOLwyDWCHoCgWBgYICOpufm5s7KymJ2iSAIYn9YLFZCQgJtzispKWGxWGaXiEGsEfQAgJKSkv3796M1rqio2NrayuwSQRDEznA4nLGx8dy5cxEE2bx5M8PvApwKWCboAQAhISHLli1DBzlduHABdtZDEPSF4PF4Ozs7Dg4OBEFmz55ta2tLoVCYXSjGsVLQ43A4BweHhQsXIggyd+5cTU1NDAbD7EJBEMRuBgcH7969u3jxYnSw34ULF9ra2phdqAlhpaAHAOBwODs7u//973/oFyAuLh4XF0cikZhdLgiC2ERRUdGZM2d+/vlntC2vra3NBg/ks1jQAwDweLyDgwN6HxxBkOXLl1+9erWoqAhOgwNBEMNoNFpdXZ2Njc2mTZvQbFmwYIG+vn5nZyezizYJWC/oAQAUCiUhIeHIkSPTp09Hv5JVq1ZpamomJydjsdjh4WFmFxCCINYwOjra0dGRm5trZGTExcWFDu1DEGTHjh2PHz/G4/HMLuDkYMmgR2EwGFNTUy4urvdnxNy2bZuampqbm1t0dHRycnJaWlpJSUllZWU5BEHfvIqKirKyspycnJcvX8bFxXl5eWlra+/ZswftDUb99ttvWlpaJSUlzE64ycTCQY8qLy+3sLDg5+dH34XyzrRp07777ru5c+euWrVqw4YNayEI+uatW7du9erVCxcunDVrFjr5+TuzZ8/etm3blStXMjMzWfTx109g+aBHvXnzJjAw8MaNG0ePHl2/fv2CBQveXYJBEAR91C+//LJ27VoxMTF9fX1/f//q6moymczsMPsi2CTo3+nu7s7Ly4uLiwsKCnr48KEPBEHQxzx58iQ2NjY3N5fVh06OB7sFPQRBEPQvMOghCILYHAx6CIIgNgeDHoIgiM2xcNAPDg5mZmY+ePDA0tLyFnuxs7MLDAwsLS1leHYHLBYbExPj4uJibm7O7L2ZTGZmZi4uLhEREW/evGGgWioqKp49e2Zra8vs/ZhklpaW3t7eaWlp/f39jB0w78Pj8fn5+QEBAVZWVszes8lkampqbW3t5+eXm5uLw+EmXlEshCWDnkajJSYmKisrr127Fn3zFPuZN2/ejh07rl69WllZSVfl4HA4b2/vw4cPL1u2jF3HmHJwcAgJCTk5OXV3d4+zWhoaGgwMDHbv3v3LL78wu/hfxIwZM1avXi0vLx8VFTWReRYLCgo0NDQ2b978rwdT2MacOXO4uLjU1dW/qddasF7QU6nUiIiIdw/Ezp49e+HChRxsZMmSJQsWLHh3XMrIyNTX14+zcvB4vJWVFTrBJ4IgP/zww+LFi5cuXcrsfZo0S5YsQWebQhBk3rx5JiYmn53xgkajNTY2oq8dRhDku+++mzdvHrP3Y5ItWrToXYuHi4srPDycgayn0Wh5eXn8/PzoembMmLFgwQJm79mkQc+ChQsXzpgxA93Bffv25eTk0FtLLIr1gr66uvrQoUMIgkyfPl1AQMDd3T0lJSWbjWRmZiYmJpqamv7555/oL5mBgcHAwMB4KiciImLlypVoxCsqKgYGBqanp+fk5DB7nyZNRkZGeHj4mTNn0N/CZcuWPX78+NOvlhwaGjIxMUEfg/ztt99u3rwZHR2dlZXF7F2ZTKmpqQ8ePBAUFJw1axaCIEJCQhUVFfSeWa2tradPn0YQZNq0aZs2bbK1tU1ISGD2nk0a9CxISUm5d+8eNzf3tGnTpk2bxtIvjaIL6wX906dP0Xmid+7cmZqayuzifClEItHJyQmdgmP//v0NDQ3jWery5ctog0VJSamxsfFLF5JZuru7z507h2a3np7epx9Yb2pq4uXlRRDkxx9/dHJyGh0d/Wrl/Mqys7O3b9+OIAgHB0dISAi9i2dlZf3xxx/oz2FQUBBLv2fj00JCQn7//Xf06icjI4PZxfkaWC/o7927h57hp0+fZuOTFgAQFxeHzsbMx8c3zt6b48ePo5elXl5eX7p4zHXnzh30J01TU/PTUwxWVlYuXboUQZAVK1ZUV1d/tRJ+fR0dHWJiYgiCLFmyJDAwkN7Fo6Ki0P4fXl7e8d/8YEUlJSU7d+5EEGT9+vUvX75kdnG+BtYLeltbWzTLNDQ0JjKJKIlEIlNoDC1KJRMJRBKZytjS4xYREbFixQoEQfbu3TvOoJeUlEQrx9/ff+IFoJEJuJHh4ZHRqTb9B5lMtrCwQCep1tbW/vRhUFFRgd604OTkZGysziShUcgkAoHE4EE3DhgMBu3V5ODgePr0Kb2LR0REoFUqICAwNDRE9+apY2O9mMbamobWgaHJPGLIRFwHtq62trGrG/fJTrpxy8vL4+bmRhBkw4YNLP0m2PFjvaC3s7NDs0xdXX1cLfqh2rgnno9jy7v+ejEJueNVwF0DA+vHpS0fv4/XU5Ps7xWQVNzx8cOVik0L8Q14kd/+hQdoMRD0UlJSaOU8fPhwYhun9Tdme7tZm5ubWZgbW/tGl/1HXX2g52WgV0BUyRBhUk7JjyOTyebm5uMPerSvj5OTk+7uLBq59dVzZxv7uPrBv7c+2poR6uMbVtBD1xSH5OHa7LAH3tFVX6ytPMGgj4yMRC+S9u3bN857Qv9AKM73kDm0Yd3eC6ERrXQv/d+6MZnGGlvXbRS6bZ89OimzSsKgZwH0Bj0NE6a+/4+95x6WjQAAAKE1zVRpx9LfefVso5p6xz66SEXQZZ41fHruBf9xVA1W5aZlFDT2f+F3EjAv6ElNSQ8vnZS5bu8eEh4ZHR5grim9V1onpqSL/K41SqN+rAeXRiFVGIpzC6n7tg5SPvFRGm1Cl0NfK+hppN5aN+WjGxYtErEMb/9r58e6s40Ob9wi5VA9+OnF/4XYVpuX8rIYO/ylmvTMDvr8bAehnUsWbTz9OLiZ7qX/W1djyiXFFQt/5Ta0SMNNyjkHg54F0N2ib4m6JLHjyNXgJgAGKp9oHd70O5+qVwr2rwYnGVua8NDN3uqufXDma7TVWvXCSHiXuMnjmtbXhXExiTWdI+hHR5rLYqKTiutqq/MyMguaBsmgvyEvM/NVdurLoAfuDra2Tj7B+c3Dk9WUZVbQ49uzrh47eOr2i/Z3e9KeZnP7TnhuG4kGqGN9aYF2ZqaGRtevWfnHtwxRABjJD/NyNLUwuGXu9NT5vMQhuavBXcMA0MbKYzyNjY0MjQxMPZ7X9pAAAISeymeuNrduGhlcMXANy+jFMXLH7ysFPRX/Osr6xBFlMzPdY+IqD4rf5vpYT56lHN8+Rfe6t90bQ1UpTxzt7Zw8fFNqhwAA1OGW7BcPHicW99EAAFR8U9aTp8Gpta0drwtephShl0aknornPi72dvYuXo/TKtompauD2UFf+MpJnP+3FdzqT8Na/v5vWmtOpq+hwUUtLW1tbU0NLRMX97TOzn+997OvMP/Z7WuXtDW1tLS0tK87BkXWk/+6YO5qSr2q+ufyVbzGVhmwRc+gbyHoIy8f3SNn/CwjO0JPctee4zdjyv5qiZF7XwUYq8id0DCx9bTVU5ZX0HFIxIyCN9Emwjzi5sFNvdnu0rx7NH1yhgAAYDjBRo5H6Mz9lEhLpYPCSl5lw6A2xFBg4587JHXN7Ty9XO6oS/CJqJrENE7C04mAeUHfknjnsLDsw8Kuf/xivW2GDkfZacsoXA6OT81JcDgiyH/xfukAvtdVmffXJQfuBscUVKdclxaSvRraOTSc+/CalLCkmV9USlqYvqK47JVHb/raQs1l9kkZvohJS3xkb3DHu6qNkdvpXyfoiV3FDqqCwpceVLdVucrvOXI5sI0KAAB4NOiVPBoJgDLc8MJa/YTCGUMnO+tbZ6XltRwiqgijzbF3FLZz8ZtFNwx3Fdmf2LNBwiClsjLaXp6bWz2sEeC6Mh00jksomT5wsbl06uhhVfN0zMcvLukydYL+ORYAAGi4torHRjeE1vPwCEndcLB/5OPvcvmS7M5126SO3krJRLt3xtqbI8zMpHfuFT5x0tzd6fF9X0cd3ZP82w+cOeX4qqgTANDTlHoNBv0EsX/Q09oSjWV3ce/YvXoV5/82yT3J/TuFe0oDVPfxKZgG1eGINNJwvpcu/1ZJh5eNr1NtDu8SM35SA4g191T388vb5XYD0J92RZhb5IJX1UiplQK/gJxH2TCoD9Zft3SDslViD4kGAKUx9pb4zv3XAgrpv5P1EcwK+voXt6QkNZ/XfvSdyKPVyUHBkbkNzR0N+b5S21eKXotpH+r21BTjO+nQNgoAaLmjICRjENnaWmgkvUfaIrKbBgAAfem2h/jFXdOrQq3Udu8+ZOid3NTSgmnvIzLUjfFVgp7YlGAvuVvgZnQLmYp7/UiXZ89x96IhAAChN89Sjl9AxbuVPNqQYim25aDhizcjZBKhvzbs2uEtvJox3RRSb/3Da8e5eWXVTood3Kd8v6ifRuyIsJLZsk09AkPpLHMX/eNXMcPItgHcSH/nm6aWfoaubP5ligT9dvWn4e0AgP72dFNN7vnLueS0nrU2vr1moZJqHnucWLuC45C046sGCqmv1NOCf9VqrlM64d1/n5m1vo6Sa1askFP3r+4CI82pRmf/XAaDfiLYP+hBV4q+2IY5S3YcVzklunvLXqXbyW/Q60ZyZbDhQe4dYucN73m5OTm7215X2L1h783oorJMe6ndojcellEBaI27IyVy6mEmtjneTlzw+N3IRgAqrOX3HVR5UD4Cap9e3rtLxjb87SD3vlIvaR7+czbpnZPRfcOsoO/IuCdxUNItq+P9EG4sTE3Ob8Lhh2qinc+qndW5qH/9jp74jm0q5smdw133L0gcOf8AO0AGoM5CXujEjajWxlTdI6IXg0refkPNYYoHBIwjWnEEQubDG2pnzqnISh4/cyO2qpNMf9Z/haCnjTQGXOL9feWec6YOzs73rA1VNy9ftv9C0CAAxP4CSzn+/ap+Hf29r5wU/ly3X9PKxdnZxc3J1vSc6JaNh12LcQAAWm/2FYH5yJxles+bAACA1BZ+V34Xj8bzBhppCBNsfnbf1tX7lW84uN5/nlE9NBlj1qdK0Gs8C+8CgFxf5XGMb8X69Wf9Y/7R8GlrClOV/GPhn1KOj8paq57qyK79Y+3BKyZBKbGJsXExsTHxiemxro5qW/+YvYZPPyIbEJozjTXWLlsJg34CvoGgb425cHgr//lHr8mgI/Oe2DoOLknTlDYCAJQKP+2dm7YfuWju5eXm6uzsft/3WURqff9wVYyZ6C6xG76lBABAf87ts/Ia1y0MzyuduuJW0AUAyDc7wS+EBv2zywI8x61Da9H2Sme+61GevedtM7tYOegpQ9V2ahIyuo757W8DtK8+RHrvzrOOWT3tL88I7T7lkjEKAOiLVeTjOmwY3znU5aUldui0W3MfGYA6M1mB41dftHZUWSvzCGvfbyQAAEDNk6sCe5UDK7EtmDrsIAAA4BpCJdYskbodS9/YFQDA1wh6UmuGp+SuTUcu3nVzcXZ2dnFxcbh17sAfG456lYwR+kqt5PcKnvbr6O5Mu31kyboDFx09XZ2dnJxdPHyehCdkNw1QAY3QnOohu3Xhgl9/F7MI7iQCQOqIuCu/c9f5oKq3v2xvMgM9nO5ePXWIa+3uy4/z+yd8j/arBj0VP4YpzIuOjEourx8kkAEAhMJcZ3H+337dqv70eScAxOpKZ+k9nLw7Lgenk8F7O9eBideT3/z7Vhm34MyyQruj/L8v+onroLjKGRVVZRVlZWVlZZVTp1SUFE+fN7SLrH4DRjCZN86tgUE/Id9A0DdH6B3eevhyYA0BAEBtTrY//MeSzSLG6S1E/Jvn6gd4T5qEoJ0UtM6qtNjkui5cbaTJwW3C131KxgAAAJ//5PqeNf/7Za3g7YjSYRoA1Jybx3fvV/QqGwE1gXq82yVuB9egQd+R53yEe89Z6wyWDnoAQG9N+t1zErJnLtk4Oru5WGiqKZ6++aC6Cw8IDR4Xj0upGdk4uztbXBPYxLnxmFlRR5OXtpiwigumjwxArak0v8SFJx3DxOZ0X+3jIqoGVg6Ot04rKBreT+/B9+eG3dHQvmF3z8XDxkDtlI5fVgOe/sbslw56ysBrn/N7uY7cKHjv+CK8Dlbauk7UIKarp+ruyT18il5Y4lhjitVh7v1G0W9HmQzXZSUnF/QC2mBtpNahTQfOO4c9sORbv07VLn+I2h1ld3I7t3poHRnXU54Um1CLtnNbI85s+3W3ll/zhBv1XzXoKd390fo6m9cs3mHoWNlLAABQyopdjwv8tn7flbCEEQCozfVPFA6tXMwpae/TBP6+20woL7CT3PvrrgPXIosGsPVPz0muXLFK8p53PSABCoVMJpP/9XxLJ7wZO3HfQNBjoy5J7Th8KbDy7V18SnOCw5Hff98iohte31QT76xxTOj4aQ39a1eUjp84f9WptH/sddxtMR6xGw9L0RtkhMYX8txLV+zTSmjEAQAAKffWib1CKt7lI6D22RUBnmNWYXVvW/QFbsd27ztvm8XqQQ8AIHfXJ7546u/nHxDg9zytouuvLMV3VsaGPPH3C4hIKyvPz0lKzmwZGXxTnpNd2DhKpAEwUp2bnlPaTCADAEDf68ygJwEP/fxi8xtGaAAAMNb/Jj065JGfX0BASF4Dg/X0ZYOeRsC8dD62h0fPv5r0j//uiLWW28R3LjDvpetpwf3KHg0EQCV1pjjpSIqJnLl27fJFPQUp+VuecTVtZa7qAlsPaUR2AAD6Io0kVq+XuJucGuOssodX60UjFd+V6WmkfExO79pV/YvnVdXOG4eVtJJYq0UPcKTX3m4nNy5cIiBqn5XfQyDUB/qr7Fy74rCK96t6AAAgjTREPFDZtGPZWl51b/+K7i4CgTBYVuJ/XnYj5/I9BhaJnWOARmpLjdDm3bNyC5/ukxeNw4MUCoVM7K9KDDXTuHLB3u9V2zAYwKRcUV7+v6XchhZpMOgZxHpBT/eTsYTehsqiiobu0b9DhdJanRsbmVTePgQArft1blJ02IsXL6JSCt90j9IAGO19U15c0dSJe7sEZQRTUVJWg8Wh5z11CFNVWlbTgaOA0e7G0uLKlp4x9CQlDbdVFZfWY4cYnEX+nyIjIxl+MjYgIGAyijBF0fVkbHl5Ofpk7MqVK8f1ZCyNPNRamVfw92/buz+M9jflZha+7uhorysrrW57+8QwebihICEi/HnYi+jE7JohAoUw3FmSlphf343+nYJrzc/KLKjH9rbWFBfXd48CQCMPdzdkxEY8f/48KjatmqGhRx/CYDAiIiIMB314eDhapfv37x/Hk7E0QO0ZKPC+r3VgG88BfvHjxw/wCh9Q1PZKz+kd++vihEpoLsh107kosX33IXFxGWlpCX5RiWNy5uHBpX0Db08SGrUtP9dVXV2Me5eIxJETJ2SPHxcRPCIkfv6WW0w+FkcGAy1Zt3S4N2wVvXMvZ4z4n+WhQ35+/o4dO2DQT2mOjo7o4aiqqvrZKWpZWmxsLDrXDS8vb11d3XgWkZGRQYPew8PjSxePuSwtLdHm52d/7ysrK5ctW4YgyIoVK+id3J+1tLe3o0G/ZMmSJ0+e0Lt4VFTUnDlz0OOts/OjY64+RKEMYurL8l5lZWZmF5TUdw185BoNj8OWleZlZWVmZmblFFRjuz5sllOHBzElRblZWZlZWZmZGbkVlS3vno0iE3EdrfV19U1dPaOTM+1ISUkJGvTr1q2Dc91MUcHBwegcVVxcXDExMcwuzpdCIBCsrKzQt2QICgqOc/bKa9euoRPVSklJjX8We5bT1tamoKCAvlbl4sWLn569EoPBCAgIIAgyd+5cCwuLT3+YpSUnJ6PvaVi6dGloaCi9i+fk5Kxbtw69IPD19f0SJZwiAgICli9fjiDIxo0bv5HXj7Be0Dc0NLzroNi2bdulS5dMTEyM2IuJiYmqqiraDv3hhx9MTEzGOclUUlLSmjVrEASZMWOGqKiooaGhsbExs/dmMt28efPGjRsSEhI//vgj2hsTHBz86fnoR0dHra2t0avARYsWqamp3bx5k9n7MclMTEwuX768Y8cO9Mfv8OHDDMzT2dXVpaWlhZ5Zv//+u5aW1kcPwoSf2QAAAZ5JREFUnhs3bhgbG5u/x+Jv5v/Bgs7PfPCpTy34b6ampjdu3PhoRZmammppaa1duxY9R86ePdvW1kZvRbEi1gt6AEB8fPyuXbuQb8D3339/+vTpcTbnwV+z2KM9+2yPg4PDxsZmcPDzM860tLSoqqqy61sn/2XXrl3x8fGMzSZfUlIiKirK7D34Sg4fPpyfn89ALbEilgx6Go1WVlZmYGCwfv36+fPnL2A76E7x8vI6OTnR+wYcPB6PvlB3+fLl7Fo5HBwcx44de/78+fhn0+3s7PTy8tq/f//ChQvZr1rmz58/f/781atX6+npFRQUfPoS59Oampqsra25ubnZr5YW/FVRmzZtunXr1jjve7EHlgx6FB6Pb2xsrKqqqmZTWCyW4TN2YGCgtraWXSunpqaGsTdjtLW1MbvsX0pVVVVDQ8PIyAhjB8z7KBQKBoNh14OnqqqqqamJSJyU8Tssg4WDHoIgCBoPGPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLE5GPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLG5/wO4bITgSzIqBwAAAABJRU5ErkJggg==" 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YWP092wUsEyfnKkLmBr0Sabye0T0HtZ1VjqeE5e8GFBVGm2me94ypqW3yO2kIL+OZ157ZbTZueMHj529ZGR44YLsge38mnZZNNAZaS3Hy6cVXAMAANWxluI8YiZBjdTip+dFDim7Z7z9DaTUPzU4Kqp2J6EyzVR2/2H1gAb0MCOUO+uI8Ync/KuRNi4w6FkAI0E/WJ8Y7BeWWjP4r56T4fqIRwGhGSWvy1++CI4tahpC/3sQkxf2OPhlcTseAADIPZVJj3zd77l6PAl+8vhxYFRWdddIa3ZkUFhiRc9fZ+hAzctAH1cndy9PV0/fJ7EVb3qpgDLwJifU39vV1fO+m+eTF+lNffTdOv6CQV/hJbN78zmfqraWvBvHDymb+Qe7XlbWdSpoHah+qrGbT9YjNi/c2UD1kplvUER0QqTdZaE1fwhZx3YRQI3lsV0Cp30b+9Gq7A66Lr6J71IyZgiP9ZFYs/GUS9nbneyL0eDfeOByZHt/6/Or+39dL2xwPywmLjY6Ji46JMD/WWLDYGvoTYlt/HrRVVO266YtykLkzy3SgU2UsY5MY0nurQckDolqBDUR8b2ZN4+u26PkFPfYRmDDDq1Hxf1D/fW5Aad2rFjBb1gyONKSd5tvxfYLAW8AACPYeJ19G3jPPB0Y7c10Udu1S9Q6vqx1sLe9NuneOVEBaYtXg5PTecPcoL+lsHv/WXcMIFW/uC0rInJUTUtD2ypnGLRl2588JKxvG+R1RZ778NV0IgAAtKfcObBxq6xNHgBdUdYnd/NqPqsC4G3Qi9x8hgGdyVePbOFRu1dHAgAAMib6yiH+E8Yv3vSkGh7bJ3b2YT06aA5f5qwjyi9qnIilo7Qw6FkA4zdjWc0XDfoTezapOJb0AtD90v7Enj/mr5JyTm4mA1D2UI2HX+5BbKaXzpGDCtf9whNfpsa4XlHgWr5F3SW7i1BjI7N7r4pnbQ/a0up4elVs6/4riQ0j1NEqF3UpSVl9z8CwiKjn/g5au/9Ytu/K804cuaf8+S01eS0zj7C4hKSEWD9Xj8j06iF8R+iNI1v5L8ZM2aAn9uQ8uqZ0xiShBQBAbggzPMi/V8k6DQ8AeajM20hZ0yqitr7oiYW2tuHdey6uzi7ONzXOy8nrhle3NVc/uyh33jmxAwAw1p3voquqZRXfTwPEvoZEr1uX9HTN7K0sb13Sv+2TUtk9WaMumRn0TTFXJddtO2FTCQCxJcVU9Bdk+gY1hzwyAA0vzcV2bDtrm5Dkc1NSWOyCk1/A4we3NY8vn7t4p7JjI64l1FxyA5eSfzkAAFRE3Ny7epemVwUAI0WPTGUF+OSv3r3v42SkfVxY+npw2SCxJeL8/s18cm9vgwN8sY0q76Y9V2Ka6SgtDHoWAIP+E8YZ9JThluJXmWVvhog0AGhDtdkx4WmVvQQAAG2opTwnpwgzMIbve1OYkRQXF5eYml5UVl2cnpxV2jBAHHlTmptb1vzXczGE9tqCrLya7mEyAIDQ11yYFBUTExOXkJhdUpSTmVlQ24HeeSV01uUkRcXExcbFxcUl59W19BAohI66wqxXVd04unuov1LQ06gEXH9Pz8AYWkDyaHdXRz+eBgCgUYnD/d09g3gaAADf01hTWVFV09g+OIbH97e3dI/giaTR/u7eoTEKAIBGIQz39fQOvBtHT+3H1laWl1fXNfVP6iyKTAx68mBjauj9h+GvumgAUPorE33uOPqlNxIBAP2YrCBf7+iSHuJIU9qju9ev3rSwc3scmRnzxPe+d2DFQH9Nzgsf76iKbgAA6KnPeOzlH1fUCQAA5NHG7FAny+tGRtes3Pwz3uBoAJD7amOf+DyKKOl9O/q5MzfmkU9ASuMQHaWFQc8CYNB/wjiDntV9paBnNUwM+nGjkfCjY4S/hhnTKJ9/iIxMGB0dY+iJw/8Eg54FvP9kLJvNxfEvDAT9N/Jk7Fd6YIrVTPyBKbRKGXhgirXAoGcBE5sCgZVER0dzcnIiDE2B4O/v/6WLx0QUCuXrTIHAWlpaWt5NgcDAXDfvB/3QED1dIazm3RQI69evh1MgTFH379//8ccfEQQRFxdn7/M2KCho6dKlCILw8vLW1dWNZxE1NbVp06YhCGJkZMTGv4IUCsXQ0BCdXF5DQ+Ozk5qtX78eQZCFCxfGxMR8tUJ+fY2NjQICAgijk5olJyejfVxcXFzFxcVfooRTRGZm5saNGxE4qdlUlpGRsWXLFgRBfvjhh8uXLxcXF79+/bqWvdTX1ycmJkpISKCNVnl5+ba2tvFUjru7OzoB4cqVKz08PKqqqurr65m9N5Oprq6upqbG399/8+bNCILMnj3b2tr609MUd3V1qaqqIggybdo0ISGhpKQkZu/E5Hv9+nVxcbGhoSH67TM2V1dNTY2wsDCCILNmzVJQUMjJyWGzg6e2trahoSE7O/vMmTPff/89giCCgoLl5eX0VhQrYr2gHx0dNTMzQ1+P8N133y1atIiDg2MJe+Hg4Jg3bx7aCcPFxRURETHO98c2NzfLyMigC37//ffoqpi9N5MJ3R10nmoEQaSkpCoqPjPTIZVKTUxMRGcqRhBk3rx5zN6JycfBwbFo0SL0Eufnn382Nzdn4IWCRCLR19f33YvbFixYwGYHz5IlSzg4OBYsWIDu4PLly728vNj4wvd9rBf0AICOjg4rKysuLi6Erc2cOVNQUDA4OJiuY7GsrExDQ4ODg4PZxf+yFixYoKSklJubO546IZFIL168EBISQttxbGzt2rVmZmbjvP770PDw8IMHD3h4eNAOQDbGzc3t7u7+xQYXTTksGfSogoICa2trfX39a2zKw8ODrvdfvzM6OhoTE2NiYsKulWNkZBQSEkJvoxWLxfr4+BgYGDC7+F+Evr6+paVlVlbWxN8pVlNT4+TkxK4Hj76+vr29fWlp6ecrgo2wcNBDEARB4wGDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNseeQU+j0chk8ujoKA6CIOgDo6OjJBKJSqUyO6u+ErYK+r6+vvr6+tjYWHd39zt37ly4cOHs2bPnIQiC3nPu3DltbW0zMzNnZ+fw8PDq6uru7u5xvtuHRbFD0OPx+NzcXGdnZ1lZ2S1btnBwcMydOxd9zTEEQdB/mTNnzuLFizdu3CglJWVtbZ2SktLT08PsPPsiWDvoR0ZG0tLSrly5snr16tmzZ7/7/hYsWLB69ert27fv2bNHWFhYEoIgSFJSSkpKVFSUl5d3+/btGzZseP9FbDNmzPj111/l5OSCg4O7urqYnW2TjIWDvqys7NKlSytXrnz3PXFzc6uoqJiZmQUGBmZkZFRUVDQ1NfX09AxCEAQNDg4NDfX3979586aioiIvL+/FixeWlpZqamo8PDyzZs1Ck+SXX345efJkSkoKO3XmsGTQj42NPXnyZM+ePegXM3v2bGFhYUdHx9LSUgKBwOzSQRDESshkclVVlYuLy5EjR3766Sc0VdasWWNnZ9fR0cHs0k0O1gv63t5eU1PTxYsXo98HNze3i4tLc3Mzs8sFQRBra29v9/PzO3DgAPpu9Dlz5pw6daq2tpbZ5ZoELBb0/f39BgYGc+bMQb8GeXn5/Px8ZhcKgiD20djYePny5UWLFqFNyZMnTzY0NDC7UBPFSkGPw+HMzMx++OEHtB/N2Ni4t7eX2YWCIIjd4HC4Bw8erFq1CkGQ6dOnq6ioYDAYZhdqQlgp6AMCAtC75D///LOxsfHQ0BCzSwRBEHuiUqne3t6//fYbmvUGBgYjIyMTWeHg4GBlZWVmZmbyuGVnZ1dXVw8PD098d1gm6IuLi3l5eREEmTlz5uXLlwcHB5ldIgiC2BmFQnFwcJg3bx6CIL/99ltoaChj6xkZGQkNDT179uzWrVt/+umnGeO2YMECbm5udXX1iIgIHA43kX1hjaAfGRm5dOnSd999hyCIlJQUG3SZQRA09fX29p4+fRrtrJeVlcVisfSuYXBw0MzM7H//+99EHuzi4OBwcnIaGxtjeEdYI+jj4+PXr1+PIMjKlSvDw8OZXRwIgr4VL1++3LhxI/oYZkBAAF3L4vH4+/fvo0MEf/jhB3FxcXNzc3d3d29v7wef4+7ubmFhISwsPHfuXDT6QkJCSCQSY3vBGkFvamqKTmmgqqra39/P7OJAEPStIJFI+vr6aMtaW1ubrp56DAYjKyuLDhHU0tJqbGykd+sYDEZVVXXGjBkIgmhoaAwMDNC7BhQLBD0Gg5GUlERH2nh6ejK7OBAEfVtCQ0PRu7I8PDzZ2dnjX7CoqIiHhwdBEE5OzoSEBMa27uLigg41VFFR6e7uZmwlEwp6CoWCxWJLS0uzs7MzMjIyPycjI+PVq1dVVVV0DYuMj4/n4uJCazknJ2ciBYYgCKJXY2OjhIQEgiCLFy/28/Mb/4K5ubnbt29HEGTdunUZGRmMbd3Z2RkNelVVVSYEfVlZmampqZCQECcn59y5c2fNmjX7c2bOnPnzzz+vX79eWlr6/v37bW1t49nQ48ePly1bhiDI0aNHGbj2gSAImoixsbFz584hCDJr1qx79+6Nf8G8vDxubm4EQdauXZuWlsbY1p2cnJgW9PHx8Tt37pzIfeTvv//+1KlTTU1Nn92WnZ0d+iismpoa7KCHIOjru3LlChpcpqam41+KtYO+uLj44MGD6G5v3LjxwoULtra2bm5urp/k5ubm4uJiY2OjqKiIPl48c+bM69evf3YCaFNTU3RbhoaG384bYSAImjpu376NToBjYGAw/qVYOOgpFIqzs/OPP/6IIMju3bvj4uLoHfEzPDzs6OiI9sZs3br1s93uZmZmaBXfunWL3tJCEARN3N27d2fOnIk2N8e/FAsHPR6Pv3jxItrEvn79OmNbLSkpQW9Gr1mzJikp6dMftrCwQB+VMjExYWxzEARBE2FjY4OOcfxWgn50dFRTUxMNemtra8a2WlRUtHv3bnT/k5OTP/1hGPQQBDHXtxj02traaNBbWVkxttWCgoJdu3aho45g0EMQNMXBoGcEDHoIglgIDHpGwKCHIIiFwKBnBAx6CIJYCAx6RsCghyCIhcCgZwQMegiCWAgMekbAoIcgiIXAoGcEDHoIgljI5AU9DQAyALTxr4T5QW9jY8PYVmHQQxDEQiYr6ClkIiYvZrClHAAAAPWf/2h//fsHGPQQBEFfw2QFPZFEsjG46aavWBNrVxR2pzDsTmGYZUGoRW6gUWtl6kDH666GAvzIP17XAYMegiDoa5isoKcB4PM8X1TiwiH+4yKCCmJCp8SE1YQFFXdvl3j4ICg3pzj8eXwrtuP9lcCghyAI+hom8WbsCAWkNYw+yusOK+mLLmqNy2uIKsY+K+ypaBtrGyDUdY4N4ynvrwQGPQRB0NfwJUbdjLZmFT7Wf+mgUvzs+sibJADGProSGPQQBEFfw2QHPa2lMNbsnOLufSc28svw8cncUFOpy34OqB95t8cUDfpBAGpIoIUIiFQwBsDox1YCgx6CIBYyuUFPJuJdbE11LD09X762cPPziCs3dH3q7Gg10NX64UqmStBTqAD9GaIBkF47eN42SvC01XXHkKb2vpdFr/2SintGCP9aCQx6CIJYyOQG/ejoqJmlTXRCfFdHi6eLY9vr4pcvQ+/Y332DwX64kqkS9IW1bSYBmRk1XUXNQ0oX7S9IiBgf5zuvolxUVv4q7sUp+fP+L7JI/7i7AIMegiBWMrlBTyCS7ey9fWxty/Nz7G1u+95QtLh4xvlhSB+O+OFKpkrQV5TmKysp3rR0c/B8bKirSGhOqy58ecNQPz8/d2yw48a1yxaWd0dG/tGFA4MegiAWMrlBTwMgvRTj8yyhsLTW0s57j4CCjsWjYuzwR5+XnSpBTyMN9uQ9qo/3cbW1VL98vaCLlFJSdcnwRkJuQUZT3ymdy672t/GjI++vBAY9BEEsZNJH3VBohEe98OsAACAASURBVIbqlKa8sPzq16GVDQ29Hf+1kqkS9O80liUaaSkeVTWRuWDHJ6F49ILNiTM3r6ker80JB7R/9N3AoIcgiIVMctDTqHVZz03OndCSkcx5fr848WmUl0V7VQ4A1A9XMuWCHgBCX3nEEyPl6/Kil04IXFYQe2R+vq8k/MOhNzDoIQhiIZMb9CTCmN0dM9WbblrOsYZG5t4B8Veu3w1wscYPfSTHp1zQkwHoooHBASyxo6C2MtnrWaB7XFrlEPHDjicY9BAEsZDJDfoxPOGO44PY1ETsQJu9h1txTXV0SoK9/Z0WzJsPVzLlgj69Cqt992lCeikBANP70fsEpY8LS1w0ccutbv9X1sOghyCIhUzyOHoq7fGz53d1Tz6zPn1DRzrATNHu+kmLu7bYzr4PVzK1gp5Modk4eCseO9ZWm1dYh5U+Ied1Q6ku0uHKubM29/xwY/8YNgSDHoIgFjLJo25o1PtO7mvXCHLzyAkcUt+y58SBk9ceJZSOUT6ykqkV9CQy6e4dC50rlzJbhzVtHksfl35TlduBI1w0NLaytBgdgaNuIAhiVZPcoqdQYvIr3BILIyraEus6n1e253TiPjqJAJhqQQ9o1IyoR2oKSnuP6B0ROBhirUvD90YmvtI6czYhxJdK/sccDjDoIQhiIZMb9BQqra4yLT/CvDzSrDLWqjLmdkWkaVtlPIX870kEwJQLegAo+M7qZM8nFkoJz+zbB9pHAKguTSpL9sAPYv61Ehj0EASxkMkNeiqVGuD3XEzojKiQmrT0xX27ZbZxcrnb2RPwrBD0AID2MaJPcsEFx+Czd4L1nKO8ksubRz4y9yYMegiCWMikPxlbiR0NzesLy+uLLhvxzWg/Zejh4vJgZKDnw5VMuaAvweLVb4dJiiuaqB65pyd9U1lKSlTpkkNkTS8BjrqBIIh1fYn56N+XmJLo4WSPbX7z4Z+mVtCTqVQn3xA1BemCEGtC6ytKb/lYS07W0zsXzim6Pno+RoRPxkIQxKomfT56fHfNYE3UYG30yOukweoYb0t1y1vGzW1dH65kagU9iUS8ffv2uYuX+4l/j6RsG+jTvmZoYW6Bg6NuIAhiWZPeRx/k7atwQFjhoPA5CalTIqKHj53xfJ4+SpryUyDQaNTUUC+545Jqd0IfFg6GN+B9C/rVLJ4qnpBJC/WEo24gCGJdkxz0NFpcHuaaR9ZV90wjr2xjv8Kggs5O/Ecnr5xiQQ8AACOtWfcNz4vsPCJy4thxzSOHjp8T2ZXqZUAbbvnXSmDQQxDEQiZ/9koAiH/9I39yJVMl6GkAUACgAEADgAYIvc2JNZluFYkutdluQ81xgNL/4Upg0EMQxEK+9M3YT5gqQd/aN+oUX6PrX2AcUmocVmEWVWkRVWEeUWYZV+GT31o1QPuw2wkGPQRBLAQGPWiqr7murnJk18ZThw8oi+1XFj+gLH5A5fCBs4cPyQgdPXv1XkZNK/WfvU8w6CEIYiEw6AF5rG+wPqan6GFfRVBf+TP032BVCAkTVxfrcUFFycrBCzf2jye+YNBDEMRCYNB/3AANxPaAS8/KDhxVdXe4TSLAd8ZCEMSqYNB/XFVZzVlFPVHu3T43lfqbsgD4R98NDHoIglgIDPqPI/ZhB/IejZY/AmON/0p5AIMegiCWAoOeETDoIQhiITDoGQGDHoIgFvJNB72VlRVjW4VBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAuBQc8IGPQQBLEQGPSMgEEPQRALgUHPCBj0EASxEBj0jIBBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAthLOhzc3O3b9+OBl1GRgZjm3Z2dv7xxx9h0EMQBH1ZjAV9cXExDw8PgiCcnJwxMTGMbdrV1RVt0auoqHR1dTG2Ehj0EARBn8FY0Dc3N8vJySEIMnPmTBUVlcbGRjKd6urq5OXl0QDU1tYeGBhgrPww6CEIgj6DsaCnUCiPHj1avnw5giCzZ8/m4eGRkJA4PG4SEhI7duyYPXs22ssfFhZGpX74YtZxgUEPQRD0GYwFPQBgYGDAzs5u9erVyASsXbvW09MTh8MxXH4Y9BAEQZ/BcNADAAgEQkZGhpaWlrCw8MGDB4XG7eDBg8LCwhcuXMjKyiISiRMpPyNBr6mpiQa9tbU1Y1stKipC71HAoIcgaOqbSNCj8Hh8D0PGxsYmXn66gx6Px1+6dAkNeob3uaSkBA361atXJyQkfPrDMOghCGKuiQc9c9Ed9BQK5d0Afm5u7vj4+JGRERw9+vr67O3tlyxZgiDIli1bsrOzP73Fd0FvamrK4F5CEARNwN27d7+toAcAlJaWCgsLo436DRs2yMrKysnJnRwfBQUFcXHxpUuXIggyffp0fX39np6eT2/O3Nx82rRpMOghCGIWa2trNOgNDAyYXRZGMBL0VCo1Li5OQEAA3XPGzJ8//8yZM/X19Z/d3O3bt9EWvZ6e3gTvSEAQBDHA0NBwgv3VzMVI0KPq6+stLCyEhYX5+fn30YOfn//YsWO+vr7jfMrL3d19/vz5CIIoKysz/GAYBEEQYygUio6ODhr0FhYWzC4OIxgPegAAmUzu6upqbW1to0dra2tfX9/4txIUFMTJyYkgyNGjRxsaGiZSYAiCIHoNDg6ePn0aQZDvv//eycmJ2cVhxISC/utITk7evHkzgiBbt25NTU1ldnEgCPq2VFZWCgkJIQiybNmyp0+fMrs4jGCBoG9ra5OWlkYQZNasWfb29swuDgRB35aAgAB0lKCgoGBZWRmzi8MIFgh6AICNjQ064YOMjEx7ezuziwNB0LdibGxMXV0d7aC/du0agUBgdokYwRpBn5mZic7f/8svv3h4eDA8sw8EQRBdQkJC0HuEv/76a2hoKLOLwyDWCHoCgWBgYICOpufm5s7KymJ2iSAIYn9YLFZCQgJtzispKWGxWGaXiEGsEfQAgJKSkv3796M1rqio2NrayuwSQRDEznA4nLGx8dy5cxEE2bx5M8PvApwKWCboAQAhISHLli1DBzlduHABdtZDEPSF4PF4Ozs7Dg4OBEFmz55ta2tLoVCYXSjGsVLQ43A4BweHhQsXIggyd+5cTU1NDAbD7EJBEMRuBgcH7969u3jxYnSw34ULF9ra2phdqAlhpaAHAOBwODs7u//973/oFyAuLh4XF0cikZhdLgiC2ERRUdGZM2d+/vlntC2vra3NBg/ks1jQAwDweLyDgwN6HxxBkOXLl1+9erWoqAhOgwNBEMNoNFpdXZ2Njc2mTZvQbFmwYIG+vn5nZyezizYJWC/oAQAUCiUhIeHIkSPTp09Hv5JVq1ZpamomJydjsdjh4WFmFxCCINYwOjra0dGRm5trZGTExcWFDu1DEGTHjh2PHz/G4/HMLuDkYMmgR2EwGFNTUy4urvdnxNy2bZuampqbm1t0dHRycnJaWlpJSUllZWU5BEHfvIqKirKyspycnJcvX8bFxXl5eWlra+/ZswftDUb99ttvWlpaJSUlzE64ycTCQY8qLy+3sLDg5+dH34XyzrRp07777ru5c+euWrVqw4YNayEI+uatW7du9erVCxcunDVrFjr5+TuzZ8/etm3blStXMjMzWfTx109g+aBHvXnzJjAw8MaNG0ePHl2/fv2CBQveXYJBEAR91C+//LJ27VoxMTF9fX1/f//q6moymczsMPsi2CTo3+nu7s7Ly4uLiwsKCnr48KEPBEHQxzx58iQ2NjY3N5fVh06OB7sFPQRBEPQvMOghCILYHAx6CIIgNgeDHoIgiM2xcNAPDg5mZmY+ePDA0tLyFnuxs7MLDAwsLS1leHYHLBYbExPj4uJibm7O7L2ZTGZmZi4uLhEREW/evGGgWioqKp49e2Zra8vs/ZhklpaW3t7eaWlp/f39jB0w78Pj8fn5+QEBAVZWVszes8lkampqbW3t5+eXm5uLw+EmXlEshCWDnkajJSYmKisrr127Fn3zFPuZN2/ejh07rl69WllZSVfl4HA4b2/vw4cPL1u2jF3HmHJwcAgJCTk5OXV3d4+zWhoaGgwMDHbv3v3LL78wu/hfxIwZM1avXi0vLx8VFTWReRYLCgo0NDQ2b978rwdT2MacOXO4uLjU1dW/qddasF7QU6nUiIiIdw/Ezp49e+HChRxsZMmSJQsWLHh3XMrIyNTX14+zcvB4vJWVFTrBJ4IgP/zww+LFi5cuXcrsfZo0S5YsQWebQhBk3rx5JiYmn53xgkajNTY2oq8dRhDku+++mzdvHrP3Y5ItWrToXYuHi4srPDycgayn0Wh5eXn8/PzoembMmLFgwQJm79mkQc+ChQsXzpgxA93Bffv25eTk0FtLLIr1gr66uvrQoUMIgkyfPl1AQMDd3T0lJSWbjWRmZiYmJpqamv7555/oL5mBgcHAwMB4KiciImLlypVoxCsqKgYGBqanp+fk5DB7nyZNRkZGeHj4mTNn0N/CZcuWPX78+NOvlhwaGjIxMUEfg/ztt99u3rwZHR2dlZXF7F2ZTKmpqQ8ePBAUFJw1axaCIEJCQhUVFfSeWa2tradPn0YQZNq0aZs2bbK1tU1ISGD2nk0a9CxISUm5d+8eNzf3tGnTpk2bxtIvjaIL6wX906dP0Xmid+7cmZqayuzifClEItHJyQmdgmP//v0NDQ3jWery5ctog0VJSamxsfFLF5JZuru7z507h2a3np7epx9Yb2pq4uXlRRDkxx9/dHJyGh0d/Wrl/Mqys7O3b9+OIAgHB0dISAi9i2dlZf3xxx/oz2FQUBBLv2fj00JCQn7//Xf06icjI4PZxfkaWC/o7927h57hp0+fZuOTFgAQFxeHzsbMx8c3zt6b48ePo5elXl5eX7p4zHXnzh30J01TU/PTUwxWVlYuXboUQZAVK1ZUV1d/tRJ+fR0dHWJiYgiCLFmyJDAwkN7Fo6Ki0P4fXl7e8d/8YEUlJSU7d+5EEGT9+vUvX75kdnG+BtYLeltbWzTLNDQ0JjKJKIlEIlNoDC1KJRMJRBKZytjS4xYREbFixQoEQfbu3TvOoJeUlEQrx9/ff+IFoJEJuJHh4ZHRqTb9B5lMtrCwQCep1tbW/vRhUFFRgd604OTkZGysziShUcgkAoHE4EE3DhgMBu3V5ODgePr0Kb2LR0REoFUqICAwNDRE9+apY2O9mMbamobWgaHJPGLIRFwHtq62trGrG/fJTrpxy8vL4+bmRhBkw4YNLP0m2PFjvaC3s7NDs0xdXX1cLfqh2rgnno9jy7v+ejEJueNVwF0DA+vHpS0fv4/XU5Ps7xWQVNzx8cOVik0L8Q14kd/+hQdoMRD0UlJSaOU8fPhwYhun9Tdme7tZm5ubWZgbW/tGl/1HXX2g52WgV0BUyRBhUk7JjyOTyebm5uMPerSvj5OTk+7uLBq59dVzZxv7uPrBv7c+2poR6uMbVtBD1xSH5OHa7LAH3tFVX6ytPMGgj4yMRC+S9u3bN857Qv9AKM73kDm0Yd3eC6ERrXQv/d+6MZnGGlvXbRS6bZ89OimzSsKgZwH0Bj0NE6a+/4+95x6WjQAAAKE1zVRpx9LfefVso5p6xz66SEXQZZ41fHruBf9xVA1W5aZlFDT2f+F3EjAv6ElNSQ8vnZS5bu8eEh4ZHR5grim9V1onpqSL/K41SqN+rAeXRiFVGIpzC6n7tg5SPvFRGm1Cl0NfK+hppN5aN+WjGxYtErEMb/9r58e6s40Ob9wi5VA9+OnF/4XYVpuX8rIYO/ylmvTMDvr8bAehnUsWbTz9OLiZ7qX/W1djyiXFFQt/5Ta0SMNNyjkHg54F0N2ib4m6JLHjyNXgJgAGKp9oHd70O5+qVwr2rwYnGVua8NDN3uqufXDma7TVWvXCSHiXuMnjmtbXhXExiTWdI+hHR5rLYqKTiutqq/MyMguaBsmgvyEvM/NVdurLoAfuDra2Tj7B+c3Dk9WUZVbQ49uzrh47eOr2i/Z3e9KeZnP7TnhuG4kGqGN9aYF2ZqaGRtevWfnHtwxRABjJD/NyNLUwuGXu9NT5vMQhuavBXcMA0MbKYzyNjY0MjQxMPZ7X9pAAAISeymeuNrduGhlcMXANy+jFMXLH7ysFPRX/Osr6xBFlMzPdY+IqD4rf5vpYT56lHN8+Rfe6t90bQ1UpTxzt7Zw8fFNqhwAA1OGW7BcPHicW99EAAFR8U9aTp8Gpta0drwtephShl0aknornPi72dvYuXo/TKtompauD2UFf+MpJnP+3FdzqT8Na/v5vWmtOpq+hwUUtLW1tbU0NLRMX97TOzn+997OvMP/Z7WuXtDW1tLS0tK87BkXWk/+6YO5qSr2q+ufyVbzGVhmwRc+gbyHoIy8f3SNn/CwjO0JPctee4zdjyv5qiZF7XwUYq8id0DCx9bTVU5ZX0HFIxIyCN9Emwjzi5sFNvdnu0rx7NH1yhgAAYDjBRo5H6Mz9lEhLpYPCSl5lw6A2xFBg4587JHXN7Ty9XO6oS/CJqJrENE7C04mAeUHfknjnsLDsw8Kuf/xivW2GDkfZacsoXA6OT81JcDgiyH/xfukAvtdVmffXJQfuBscUVKdclxaSvRraOTSc+/CalLCkmV9USlqYvqK47JVHb/raQs1l9kkZvohJS3xkb3DHu6qNkdvpXyfoiV3FDqqCwpceVLdVucrvOXI5sI0KAAB4NOiVPBoJgDLc8MJa/YTCGUMnO+tbZ6XltRwiqgijzbF3FLZz8ZtFNwx3Fdmf2LNBwiClsjLaXp6bWz2sEeC6Mh00jksomT5wsbl06uhhVfN0zMcvLukydYL+ORYAAGi4torHRjeE1vPwCEndcLB/5OPvcvmS7M5126SO3krJRLt3xtqbI8zMpHfuFT5x0tzd6fF9X0cd3ZP82w+cOeX4qqgTANDTlHoNBv0EsX/Q09oSjWV3ce/YvXoV5/82yT3J/TuFe0oDVPfxKZgG1eGINNJwvpcu/1ZJh5eNr1NtDu8SM35SA4g191T388vb5XYD0J92RZhb5IJX1UiplQK/gJxH2TCoD9Zft3SDslViD4kGAKUx9pb4zv3XAgrpv5P1EcwK+voXt6QkNZ/XfvSdyKPVyUHBkbkNzR0N+b5S21eKXotpH+r21BTjO+nQNgoAaLmjICRjENnaWmgkvUfaIrKbBgAAfem2h/jFXdOrQq3Udu8+ZOid3NTSgmnvIzLUjfFVgp7YlGAvuVvgZnQLmYp7/UiXZ89x96IhAAChN89Sjl9AxbuVPNqQYim25aDhizcjZBKhvzbs2uEtvJox3RRSb/3Da8e5eWXVTood3Kd8v6ifRuyIsJLZsk09AkPpLHMX/eNXMcPItgHcSH/nm6aWfoaubP5ligT9dvWn4e0AgP72dFNN7vnLueS0nrU2vr1moZJqHnucWLuC45C046sGCqmv1NOCf9VqrlM64d1/n5m1vo6Sa1askFP3r+4CI82pRmf/XAaDfiLYP+hBV4q+2IY5S3YcVzklunvLXqXbyW/Q60ZyZbDhQe4dYucN73m5OTm7215X2L1h783oorJMe6ndojcellEBaI27IyVy6mEmtjneTlzw+N3IRgAqrOX3HVR5UD4Cap9e3rtLxjb87SD3vlIvaR7+czbpnZPRfcOsoO/IuCdxUNItq+P9EG4sTE3Ob8Lhh2qinc+qndW5qH/9jp74jm0q5smdw133L0gcOf8AO0AGoM5CXujEjajWxlTdI6IXg0refkPNYYoHBIwjWnEEQubDG2pnzqnISh4/cyO2qpNMf9Z/haCnjTQGXOL9feWec6YOzs73rA1VNy9ftv9C0CAAxP4CSzn+/ap+Hf29r5wU/ly3X9PKxdnZxc3J1vSc6JaNh12LcQAAWm/2FYH5yJxles+bAACA1BZ+V34Xj8bzBhppCBNsfnbf1tX7lW84uN5/nlE9NBlj1qdK0Gs8C+8CgFxf5XGMb8X69Wf9Y/7R8GlrClOV/GPhn1KOj8paq57qyK79Y+3BKyZBKbGJsXExsTHxiemxro5qW/+YvYZPPyIbEJozjTXWLlsJg34CvoGgb425cHgr//lHr8mgI/Oe2DoOLknTlDYCAJQKP+2dm7YfuWju5eXm6uzsft/3WURqff9wVYyZ6C6xG76lBABAf87ts/Ia1y0MzyuduuJW0AUAyDc7wS+EBv2zywI8x61Da9H2Sme+61GevedtM7tYOegpQ9V2ahIyuo757W8DtK8+RHrvzrOOWT3tL88I7T7lkjEKAOiLVeTjOmwY3znU5aUldui0W3MfGYA6M1mB41dftHZUWSvzCGvfbyQAAEDNk6sCe5UDK7EtmDrsIAAA4BpCJdYskbodS9/YFQDA1wh6UmuGp+SuTUcu3nVzcXZ2dnFxcbh17sAfG456lYwR+kqt5PcKnvbr6O5Mu31kyboDFx09XZ2dnJxdPHyehCdkNw1QAY3QnOohu3Xhgl9/F7MI7iQCQOqIuCu/c9f5oKq3v2xvMgM9nO5ePXWIa+3uy4/z+yd8j/arBj0VP4YpzIuOjEourx8kkAEAhMJcZ3H+337dqv70eScAxOpKZ+k9nLw7Lgenk8F7O9eBideT3/z7Vhm34MyyQruj/L8v+onroLjKGRVVZRVlZWVlZZVTp1SUFE+fN7SLrH4DRjCZN86tgUE/Id9A0DdH6B3eevhyYA0BAEBtTrY//MeSzSLG6S1E/Jvn6gd4T5qEoJ0UtM6qtNjkui5cbaTJwW3C131KxgAAAJ//5PqeNf/7Za3g7YjSYRoA1Jybx3fvV/QqGwE1gXq82yVuB9egQd+R53yEe89Z6wyWDnoAQG9N+t1zErJnLtk4Oru5WGiqKZ6++aC6Cw8IDR4Xj0upGdk4uztbXBPYxLnxmFlRR5OXtpiwigumjwxArak0v8SFJx3DxOZ0X+3jIqoGVg6Ot04rKBreT+/B9+eG3dHQvmF3z8XDxkDtlI5fVgOe/sbslw56ysBrn/N7uY7cKHjv+CK8Dlbauk7UIKarp+ruyT18il5Y4lhjitVh7v1G0W9HmQzXZSUnF/QC2mBtpNahTQfOO4c9sORbv07VLn+I2h1ld3I7t3poHRnXU54Um1CLtnNbI85s+3W3ll/zhBv1XzXoKd390fo6m9cs3mHoWNlLAABQyopdjwv8tn7flbCEEQCozfVPFA6tXMwpae/TBP6+20woL7CT3PvrrgPXIosGsPVPz0muXLFK8p53PSABCoVMJpP/9XxLJ7wZO3HfQNBjoy5J7Th8KbDy7V18SnOCw5Hff98iohte31QT76xxTOj4aQ39a1eUjp84f9WptH/sddxtMR6xGw9L0RtkhMYX8txLV+zTSmjEAQAAKffWib1CKt7lI6D22RUBnmNWYXVvW/QFbsd27ztvm8XqQQ8AIHfXJ7546u/nHxDg9zytouuvLMV3VsaGPPH3C4hIKyvPz0lKzmwZGXxTnpNd2DhKpAEwUp2bnlPaTCADAEDf68ygJwEP/fxi8xtGaAAAMNb/Jj065JGfX0BASF4Dg/X0ZYOeRsC8dD62h0fPv5r0j//uiLWW28R3LjDvpetpwf3KHg0EQCV1pjjpSIqJnLl27fJFPQUp+VuecTVtZa7qAlsPaUR2AAD6Io0kVq+XuJucGuOssodX60UjFd+V6WmkfExO79pV/YvnVdXOG4eVtJJYq0UPcKTX3m4nNy5cIiBqn5XfQyDUB/qr7Fy74rCK96t6AAAgjTREPFDZtGPZWl51b/+K7i4CgTBYVuJ/XnYj5/I9BhaJnWOARmpLjdDm3bNyC5/ukxeNw4MUCoVM7K9KDDXTuHLB3u9V2zAYwKRcUV7+v6XchhZpMOgZxHpBT/eTsYTehsqiiobu0b9DhdJanRsbmVTePgQArft1blJ02IsXL6JSCt90j9IAGO19U15c0dSJe7sEZQRTUVJWg8Wh5z11CFNVWlbTgaOA0e7G0uLKlp4x9CQlDbdVFZfWY4cYnEX+nyIjIxl+MjYgIGAyijBF0fVkbHl5Ofpk7MqVK8f1ZCyNPNRamVfw92/buz+M9jflZha+7uhorysrrW57+8QwebihICEi/HnYi+jE7JohAoUw3FmSlphf343+nYJrzc/KLKjH9rbWFBfXd48CQCMPdzdkxEY8f/48KjatmqGhRx/CYDAiIiIMB314eDhapfv37x/Hk7E0QO0ZKPC+r3VgG88BfvHjxw/wCh9Q1PZKz+kd++vihEpoLsh107kosX33IXFxGWlpCX5RiWNy5uHBpX0Db08SGrUtP9dVXV2Me5eIxJETJ2SPHxcRPCIkfv6WW0w+FkcGAy1Zt3S4N2wVvXMvZ4z4n+WhQ35+/o4dO2DQT2mOjo7o4aiqqvrZKWpZWmxsLDrXDS8vb11d3XgWkZGRQYPew8PjSxePuSwtLdHm52d/7ysrK5ctW4YgyIoVK+id3J+1tLe3o0G/ZMmSJ0+e0Lt4VFTUnDlz0OOts/OjY64+RKEMYurL8l5lZWZmF5TUdw185BoNj8OWleZlZWVmZmblFFRjuz5sllOHBzElRblZWZlZWZmZGbkVlS3vno0iE3EdrfV19U1dPaOTM+1ISUkJGvTr1q2Dc91MUcHBwegcVVxcXDExMcwuzpdCIBCsrKzQt2QICgqOc/bKa9euoRPVSklJjX8We5bT1tamoKCAvlbl4sWLn569EoPBCAgIIAgyd+5cCwuLT3+YpSUnJ6PvaVi6dGloaCi9i+fk5Kxbtw69IPD19f0SJZwiAgICli9fjiDIxo0bv5HXj7Be0Dc0NLzroNi2bdulS5dMTEyM2IuJiYmqqiraDv3hhx9MTEzGOclUUlLSmjVrEASZMWOGqKiooaGhsbExs/dmMt28efPGjRsSEhI//vgj2hsTHBz86fnoR0dHra2t0avARYsWqamp3bx5k9n7MclMTEwuX768Y8cO9Mfv8OHDDMzT2dXVpaWlhZ5Zv//+u5aW1kcPwoSf2QAAAZ5JREFUnhs3bhgbG5u/x+Jv5v/Bgs7PfPCpTy34b6ampjdu3PhoRZmammppaa1duxY9R86ePdvW1kZvRbEi1gt6AEB8fPyuXbuQb8D3339/+vTpcTbnwV+z2KM9+2yPg4PDxsZmcPDzM860tLSoqqqy61sn/2XXrl3x8fGMzSZfUlIiKirK7D34Sg4fPpyfn89ALbEilgx6Go1WVlZmYGCwfv36+fPnL2A76E7x8vI6OTnR+wYcPB6PvlB3+fLl7Fo5HBwcx44de/78+fhn0+3s7PTy8tq/f//ChQvZr1rmz58/f/781atX6+npFRQUfPoS59Oampqsra25ubnZr5YW/FVRmzZtunXr1jjve7EHlgx6FB6Pb2xsrKqqqmZTWCyW4TN2YGCgtraWXSunpqaGsTdjtLW1MbvsX0pVVVVDQ8PIyAhjB8z7KBQKBoNh14OnqqqqqamJSJyU8Tssg4WDHoIgCBoPGPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLE5GPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLG5/wO4bITgSzIqBwAAAABJRU5ErkJggg==" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="font-size: large;">Lección 6:</span></b><br />
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<span style="font-size: large;"><b>Información dada, incompleta y requerida.</b></span></div>
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<span style="font-size: large;"><b>Ejercicios de consolidación .</b></span></div>
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Recordemos que la información dada es una información explícita porque esta constituida por datos acerca de hechos, situaciones,etc. y la información incompleta o ambigua es en donde faltan datos y sin los datos no comprendemos el mensaje que se comunica, la información faltante es la que debería aparecer en el texto para que el mensaje sea claro y preciso.</div>
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<b><span style="font-size: large;">Práctica 1: </span>Elabora un mensaje o un conjunto de directrices que contenga información acerca de una actividad que piensas realizar de una idea que deseas comunicar, de un procedimiento para fabricar algo, etcétera.</b></div>
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José desea jugar en la computadora a las 5 de la tarde después de terminar sus deberes de la escuela, pero cuando terminó los deberes le pidió permiso como es debido a su mama y se quedó jugando una hora, después se acostó a dormir para eliminar el cansancio de la escuela. </div>
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-64501846994633207942012-12-19T07:38:00.000-08:002012-12-19T07:38:08.580-08:00<br />
<a 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" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: large;"><b>Lección 5: </b></span><br />
<br />
<div style="text-align: center;">
<b><span style="font-size: large;">Información Dada, Incompleta y Requerida.</span></b></div>
<br />
En esta lección conocimos lo que es la información dada, pues esta es explícita en mensaje y puede estar constituida por datos acerca de hechos , situaciones, procedimientos, etc, la información incompleta o antigua en cambio es la información en la cual no existen datos o hecho o estos han sido omitidos, lo que causa que no se comprenda el mensaje, la información faltante o requerida, es la información que debería estar en el texto para que este se entienda de una manera clara y precisa.<br />
<br />
<b><span style="font-size: large;">Práctica 1:</span></b> Antonio le manda un mensaje a su amigo Miguel donde le dice:<br />
"Nos encontramos en la terminal de pasajeros a las 4:00 pm."<br />
Analiza la información de este mensaje. Identifica información dada, información incompleta o ambigua e información requerida.<br />
<br />
<b> Información dada:</b><br />
<br />
Nos encontramos en la terminal a las 4:00 pm<br />
<br />
<b>Información Incompleta:</b><br />
<br />
-Terminal de pasajeros<br />
-Ni el día<br />
-Ni ciudad<br />
<br />
<b>Información requerida:</b><br />
<br />
El lugar específico para encontrarse.<br />
<br />
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com1tag:blogger.com,1999:blog-1944856758942151337.post-40708183955720598492012-12-19T07:36:00.000-08:002012-12-19T07:36:09.660-08:00<br />
<span style="font-size: large;"><b>Lección 4:</b></span><br />
<br />
<div style="text-align: center;">
<a 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" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="font-size: large;">Revisar y mejorar lo que haces y piensas. Ejercicios de consolidación.</span></b></div>
<div style="text-align: center;">
<br /></div>
En esta lección solo realizamos practicas o ejercicios de lo que vimos la lección pasada.<br />
<br />
<b><span style="font-size: large;">Práctica 1:</span></b> Lee el siguiente texto y extrae las ideas principales utilizando el proceso estudiado.<br />
<br />
Las actividades de Juan<br />
Juan es una persona muy ordenada. Siempre que sale de clases inmediatamente se dirige a su casa, toma sus alimentos, organiza sus tareas de la escuela y ayuda en lo necesario a sus padres y a sus hermanos.<br />
La diversión es un aspecto que Juan no descuida. Cuando el tiempo se lo permite ve la televisión, juega con su hermano más pequeño o sale a platicar con los amigos del vecindario.<br />
El tiempo que dedica para dormir lo cuida muy bien, pues procura terminar todas sus actividades antes de las ocho de la noche, porque a esa hora su mama le sirve de cenar y después se va a dormir. De esa forma puede completar las ocho horas de sueño que su cuerpo necesita.<br />
<br />
<br />
<b>Objetivo tuyo para la tarea que te piden realizar:</b><br />
Extraer ideas principales <br />
<br />
<b>Insumos o elementos de entrada:</b><br />
Lápiz, conocimiento y textos.<br />
<br />
<b>Estrategia o proceso por seguir:</b><br />
Leer el texto nuevamente, identificar las ideas principales organizarlas y escribirlas.<br />
<br />
<br />
<b>Escribe el resultado de la ejecución de la estrategia:</b><br />
Juan es una persona muy ordenada <br />
Juan organiza sus actividades en la casa a tiempo <br />
Juan cuida mucho el tiempo libre que tiene <br />
Juan dedica ocho horas para dormir .<br />
<br />
<b>Revisa el resultado y considera si fueron extraídas todas las ideas principales.</b><br />
<b>¿Hubo algún error?</b><br />
Si <br />
<b>¿Qué ideas faltaron o se omitieron?</b><br />
Procura terminar sus actividades antes de las 8 de la noche <br />
<br />
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-4704124200671783522012-12-19T07:33:00.000-08:002012-12-19T07:33:20.216-08:00<br />
<span style="font-size: large;"><b>Lección 3:</b></span><br />
<a href="data:image/png;base64,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" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><br />
<div style="text-align: center;">
<b><span style="font-size: large;">Revisar y mejorar lo que haces y piensas.</span></b></div>
<div style="text-align: center;">
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<div style="text-align: justify;">
En estas lecciones seguimos profundizando nuestro análisis acerca de la realización de tareas, cuando realizamos tareas y organizamos nuestras ideas, también vimos lo que es el pensamiento circular y el pensamiento circular nos ayuda a mejorar la calidad de lo que hacemos y de lo que pensamos, también es que al momento de terminar una tarea debemos haberla revisado, algunos de estos pasos son planificar, realizar la acción, Revisar el producto, identificar defectos o errores, Corregir los errores.</div>
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<b><span style="font-size: large;">Práctica 1:</span></b> Sigue el procedimiento que acabamos de escribir para realizar y revisar la siguiente operación:<br />
<br />
<b>Tarea que se tiene que realizar:</b><br />
Realizar la operación de suma. <br />
<br />
<b>1. Objetivo de la tarea:</b><br />
<br />
Mostrar el resultado de la operación <br />
<br />
<b>2. Insumos que nos dan para hacer la operación:</b><br />
<br />
Lápiz, borrador, cuaderno y conocimientos aritméticos.<br />
<br />
<b>3. Estrategia para hacer la operación : </b> <br />
<br />
Elegir el espacio adecuado en nuestro cuaderno.<br />
Planteo de forma ordenada la operación para realzar la operación<br />
Verificar si el resultado es correcto.<br />
<br />
<b>4. Ejecución de la operación:</b><br />
<br />
4328<br />
584<br />
4912<br />
<br />
<b>5. Revisión de la operación:</b><br />
<br />
Esta todo correcto.<br />
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<br /></div>
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<br />Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-4591836494070127732012-12-19T07:25:00.000-08:002012-12-19T07:25:11.433-08:00<br />
<a 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YWP092wUsEyfnKkLmBr0Sabye0T0HtZ1VjqeE5e8GFBVGm2me94ypqW3yO2kIL+OZ157ZbTZueMHj529ZGR44YLsge38mnZZNNAZaS3Hy6cVXAMAANWxluI8YiZBjdTip+dFDim7Z7z9DaTUPzU4Kqp2J6EyzVR2/2H1gAb0MCOUO+uI8Ync/KuRNi4w6FkAI0E/WJ8Y7BeWWjP4r56T4fqIRwGhGSWvy1++CI4tahpC/3sQkxf2OPhlcTseAADIPZVJj3zd77l6PAl+8vhxYFRWdddIa3ZkUFhiRc9fZ+hAzctAH1cndy9PV0/fJ7EVb3qpgDLwJifU39vV1fO+m+eTF+lNffTdOv6CQV/hJbN78zmfqraWvBvHDymb+Qe7XlbWdSpoHah+qrGbT9YjNi/c2UD1kplvUER0QqTdZaE1fwhZx3YRQI3lsV0Cp30b+9Gq7A66Lr6J71IyZgiP9ZFYs/GUS9nbneyL0eDfeOByZHt/6/Or+39dL2xwPywmLjY6Ji46JMD/WWLDYGvoTYlt/HrRVVO266YtykLkzy3SgU2UsY5MY0nurQckDolqBDUR8b2ZN4+u26PkFPfYRmDDDq1Hxf1D/fW5Aad2rFjBb1gyONKSd5tvxfYLAW8AACPYeJ19G3jPPB0Y7c10Udu1S9Q6vqx1sLe9NuneOVEBaYtXg5PTecPcoL+lsHv/WXcMIFW/uC0rInJUTUtD2ypnGLRl2588JKxvG+R1RZ778NV0IgAAtKfcObBxq6xNHgBdUdYnd/NqPqsC4G3Qi9x8hgGdyVePbOFRu1dHAgAAMib6yiH+E8Yv3vSkGh7bJ3b2YT06aA5f5qwjyi9qnIilo7Qw6FkA4zdjWc0XDfoTezapOJb0AtD90v7Enj/mr5JyTm4mA1D2UI2HX+5BbKaXzpGDCtf9whNfpsa4XlHgWr5F3SW7i1BjI7N7r4pnbQ/a0up4elVs6/4riQ0j1NEqF3UpSVl9z8CwiKjn/g5au/9Ytu/K804cuaf8+S01eS0zj7C4hKSEWD9Xj8j06iF8R+iNI1v5L8ZM2aAn9uQ8uqZ0xiShBQBAbggzPMi/V8k6DQ8AeajM20hZ0yqitr7oiYW2tuHdey6uzi7ONzXOy8nrhle3NVc/uyh33jmxAwAw1p3voquqZRXfTwPEvoZEr1uX9HTN7K0sb13Sv+2TUtk9WaMumRn0TTFXJddtO2FTCQCxJcVU9Bdk+gY1hzwyAA0vzcV2bDtrm5Dkc1NSWOyCk1/A4we3NY8vn7t4p7JjI64l1FxyA5eSfzkAAFRE3Ny7epemVwUAI0WPTGUF+OSv3r3v42SkfVxY+npw2SCxJeL8/s18cm9vgwN8sY0q76Y9V2Ka6SgtDHoWAIP+E8YZ9JThluJXmWVvhog0AGhDtdkx4WmVvQQAAG2opTwnpwgzMIbve1OYkRQXF5eYml5UVl2cnpxV2jBAHHlTmptb1vzXczGE9tqCrLya7mEyAIDQ11yYFBUTExOXkJhdUpSTmVlQ24HeeSV01uUkRcXExcbFxcUl59W19BAohI66wqxXVd04unuov1LQ06gEXH9Pz8AYWkDyaHdXRz+eBgCgUYnD/d09g3gaAADf01hTWVFV09g+OIbH97e3dI/giaTR/u7eoTEKAIBGIQz39fQOvBtHT+3H1laWl1fXNfVP6iyKTAx68mBjauj9h+GvumgAUPorE33uOPqlNxIBAP2YrCBf7+iSHuJIU9qju9ev3rSwc3scmRnzxPe+d2DFQH9Nzgsf76iKbgAA6KnPeOzlH1fUCQAA5NHG7FAny+tGRtes3Pwz3uBoAJD7amOf+DyKKOl9O/q5MzfmkU9ASuMQHaWFQc8CYNB/wjiDntV9paBnNUwM+nGjkfCjY4S/hhnTKJ9/iIxMGB0dY+iJw/8Eg54FvP9kLJvNxfEvDAT9N/Jk7Fd6YIrVTPyBKbRKGXhgirXAoGcBE5sCgZVER0dzcnIiDE2B4O/v/6WLx0QUCuXrTIHAWlpaWt5NgcDAXDfvB/3QED1dIazm3RQI69evh1MgTFH379//8ccfEQQRFxdn7/M2KCho6dKlCILw8vLW1dWNZxE1NbVp06YhCGJkZMTGv4IUCsXQ0BCdXF5DQ+Ozk5qtX78eQZCFCxfGxMR8tUJ+fY2NjQICAgijk5olJyejfVxcXFzFxcVfooRTRGZm5saNGxE4qdlUlpGRsWXLFgRBfvjhh8uXLxcXF79+/bqWvdTX1ycmJkpISKCNVnl5+ba2tvFUjru7OzoB4cqVKz08PKqqqurr65m9N5Oprq6upqbG399/8+bNCILMnj3b2tr609MUd3V1qaqqIggybdo0ISGhpKQkZu/E5Hv9+nVxcbGhoSH67TM2V1dNTY2wsDCCILNmzVJQUMjJyWGzg6e2trahoSE7O/vMmTPff/89giCCgoLl5eX0VhQrYr2gHx0dNTMzQ1+P8N133y1atIiDg2MJe+Hg4Jg3bx7aCcPFxRURETHO98c2NzfLyMigC37//ffoqpi9N5MJ3R10nmoEQaSkpCoqPjPTIZVKTUxMRGcqRhBk3rx5zN6JycfBwbFo0SL0Eufnn382Nzdn4IWCRCLR19f33YvbFixYwGYHz5IlSzg4OBYsWIDu4PLly728vNj4wvd9rBf0AICOjg4rKysuLi6Erc2cOVNQUDA4OJiuY7GsrExDQ4ODg4PZxf+yFixYoKSklJubO546IZFIL168EBISQttxbGzt2rVmZmbjvP770PDw8IMHD3h4eNAOQDbGzc3t7u7+xQYXTTksGfSogoICa2trfX39a2zKw8ODrvdfvzM6OhoTE2NiYsKulWNkZBQSEkJvoxWLxfr4+BgYGDC7+F+Evr6+paVlVlbWxN8pVlNT4+TkxK4Hj76+vr29fWlp6ecrgo2wcNBDEARB4wGDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNseeQU+j0chk8ujoKA6CIOgDo6OjJBKJSqUyO6u+ErYK+r6+vvr6+tjYWHd39zt37ly4cOHs2bPnIQiC3nPu3DltbW0zMzNnZ+fw8PDq6uru7u5xvtuHRbFD0OPx+NzcXGdnZ1lZ2S1btnBwcMydOxd9zTEEQdB/mTNnzuLFizdu3CglJWVtbZ2SktLT08PsPPsiWDvoR0ZG0tLSrly5snr16tmzZ7/7/hYsWLB69ert27fv2bNHWFhYEoIgSFJSSkpKVFSUl5d3+/btGzZseP9FbDNmzPj111/l5OSCg4O7urqYnW2TjIWDvqys7NKlSytXrnz3PXFzc6uoqJiZmQUGBmZkZFRUVDQ1NfX09AxCEAQNDg4NDfX3979586aioiIvL+/FixeWlpZqamo8PDyzZs1Ck+SXX345efJkSkoKO3XmsGTQj42NPXnyZM+ePegXM3v2bGFhYUdHx9LSUgKBwOzSQRDESshkclVVlYuLy5EjR3766Sc0VdasWWNnZ9fR0cHs0k0O1gv63t5eU1PTxYsXo98HNze3i4tLc3Mzs8sFQRBra29v9/PzO3DgAPpu9Dlz5pw6daq2tpbZ5ZoELBb0/f39BgYGc+bMQb8GeXn5/Px8ZhcKgiD20djYePny5UWLFqFNyZMnTzY0NDC7UBPFSkGPw+HMzMx++OEHtB/N2Ni4t7eX2YWCIIjd4HC4Bw8erFq1CkGQ6dOnq6ioYDAYZhdqQlgp6AMCAtC75D///LOxsfHQ0BCzSwRBEHuiUqne3t6//fYbmvUGBgYjIyMTWeHg4GBlZWVmZmbyuGVnZ1dXVw8PD098d1gm6IuLi3l5eREEmTlz5uXLlwcHB5ldIgiC2BmFQnFwcJg3bx6CIL/99ltoaChj6xkZGQkNDT179uzWrVt/+umnGeO2YMECbm5udXX1iIgIHA43kX1hjaAfGRm5dOnSd999hyCIlJQUG3SZQRA09fX29p4+fRrtrJeVlcVisfSuYXBw0MzM7H//+99EHuzi4OBwcnIaGxtjeEdYI+jj4+PXr1+PIMjKlSvDw8OZXRwIgr4VL1++3LhxI/oYZkBAAF3L4vH4+/fvo0MEf/jhB3FxcXNzc3d3d29v7wef4+7ubmFhISwsPHfuXDT6QkJCSCQSY3vBGkFvamqKTmmgqqra39/P7OJAEPStIJFI+vr6aMtaW1ubrp56DAYjKyuLDhHU0tJqbGykd+sYDEZVVXXGjBkIgmhoaAwMDNC7BhQLBD0Gg5GUlERH2nh6ejK7OBAEfVtCQ0PRu7I8PDzZ2dnjX7CoqIiHhwdBEE5OzoSEBMa27uLigg41VFFR6e7uZmwlEwp6CoWCxWJLS0uzs7MzMjIyPycjI+PVq1dVVVV0DYuMj4/n4uJCazknJ2ciBYYgCKJXY2OjhIQEgiCLFy/28/Mb/4K5ubnbt29HEGTdunUZGRmMbd3Z2RkNelVVVSYEfVlZmampqZCQECcn59y5c2fNmjX7c2bOnPnzzz+vX79eWlr6/v37bW1t49nQ48ePly1bhiDI0aNHGbj2gSAImoixsbFz584hCDJr1qx79+6Nf8G8vDxubm4EQdauXZuWlsbY1p2cnJgW9PHx8Tt37pzIfeTvv//+1KlTTU1Nn92WnZ0d+iismpoa7KCHIOjru3LlChpcpqam41+KtYO+uLj44MGD6G5v3LjxwoULtra2bm5urp/k5ubm4uJiY2OjqKiIPl48c+bM69evf3YCaFNTU3RbhoaG384bYSAImjpu376NToBjYGAw/qVYOOgpFIqzs/OPP/6IIMju3bvj4uLoHfEzPDzs6OiI9sZs3br1s93uZmZmaBXfunWL3tJCEARN3N27d2fOnIk2N8e/FAsHPR6Pv3jxItrEvn79OmNbLSkpQW9Gr1mzJikp6dMftrCwQB+VMjExYWxzEARBE2FjY4OOcfxWgn50dFRTUxMNemtra8a2WlRUtHv3bnT/k5OTP/1hGPQQBDHXtxj02traaNBbWVkxttWCgoJdu3aho45g0EMQNMXBoGcEDHoIglgIDHpGwKCHIIiFwKBnBAx6CIJYCAx6RsCghyCIhcCgZwQMegiCWAgMekbAoIcgiIXAoGcEDHoIgljI5AU9DQAyALTxr4T5QW9jY8PYVmHQQxDEQiYr6ClkIiYvZrClHAAAAPWf/2h//fsHGPQQBEFfw2QFPZFEsjG46aavWBNrVxR2pzDsTmGYZUGoRW6gUWtl6kDH666GAvzIP17XAYMegiDoa5isoKcB4PM8X1TiwiH+4yKCCmJCp8SE1YQFFXdvl3j4ICg3pzj8eXwrtuP9lcCghyAI+hom8WbsCAWkNYw+yusOK+mLLmqNy2uIKsY+K+ypaBtrGyDUdY4N4ynvrwQGPQRB0NfwJUbdjLZmFT7Wf+mgUvzs+sibJADGProSGPQQBEFfw2QHPa2lMNbsnOLufSc28svw8cncUFOpy34OqB95t8cUDfpBAGpIoIUIiFQwBsDox1YCgx6CIBYyuUFPJuJdbE11LD09X762cPPziCs3dH3q7Gg10NX64UqmStBTqAD9GaIBkF47eN42SvC01XXHkKb2vpdFr/2SintGCP9aCQx6CIJYyOQG/ejoqJmlTXRCfFdHi6eLY9vr4pcvQ+/Y332DwX64kqkS9IW1bSYBmRk1XUXNQ0oX7S9IiBgf5zuvolxUVv4q7sUp+fP+L7JI/7i7AIMegiBWMrlBTyCS7ey9fWxty/Nz7G1u+95QtLh4xvlhSB+O+OFKpkrQV5TmKysp3rR0c/B8bKirSGhOqy58ecNQPz8/d2yw48a1yxaWd0dG/tGFA4MegiAWMrlBTwMgvRTj8yyhsLTW0s57j4CCjsWjYuzwR5+XnSpBTyMN9uQ9qo/3cbW1VL98vaCLlFJSdcnwRkJuQUZT3ymdy672t/GjI++vBAY9BEEsZNJH3VBohEe98OsAACAASURBVIbqlKa8sPzq16GVDQ29Hf+1kqkS9O80liUaaSkeVTWRuWDHJ6F49ILNiTM3r6ker80JB7R/9N3AoIcgiIVMctDTqHVZz03OndCSkcx5fr848WmUl0V7VQ4A1A9XMuWCHgBCX3nEEyPl6/Kil04IXFYQe2R+vq8k/MOhNzDoIQhiIZMb9CTCmN0dM9WbblrOsYZG5t4B8Veu3w1wscYPfSTHp1zQkwHoooHBASyxo6C2MtnrWaB7XFrlEPHDjicY9BAEsZDJDfoxPOGO44PY1ETsQJu9h1txTXV0SoK9/Z0WzJsPVzLlgj69Cqt992lCeikBANP70fsEpY8LS1w0ccutbv9X1sOghyCIhUzyOHoq7fGz53d1Tz6zPn1DRzrATNHu+kmLu7bYzr4PVzK1gp5Modk4eCseO9ZWm1dYh5U+Ied1Q6ku0uHKubM29/xwY/8YNgSDHoIgFjLJo25o1PtO7mvXCHLzyAkcUt+y58SBk9ceJZSOUT6ykqkV9CQy6e4dC50rlzJbhzVtHksfl35TlduBI1w0NLaytBgdgaNuIAhiVZPcoqdQYvIr3BILIyraEus6n1e253TiPjqJAJhqQQ9o1IyoR2oKSnuP6B0ROBhirUvD90YmvtI6czYhxJdK/sccDjDoIQhiIZMb9BQqra4yLT/CvDzSrDLWqjLmdkWkaVtlPIX870kEwJQLegAo+M7qZM8nFkoJz+zbB9pHAKguTSpL9sAPYv61Ehj0EASxkMkNeiqVGuD3XEzojKiQmrT0xX27ZbZxcrnb2RPwrBD0AID2MaJPcsEFx+Czd4L1nKO8ksubRz4y9yYMegiCWMikPxlbiR0NzesLy+uLLhvxzWg/Zejh4vJgZKDnw5VMuaAvweLVb4dJiiuaqB65pyd9U1lKSlTpkkNkTS8BjrqBIIh1fYn56N+XmJLo4WSPbX7z4Z+mVtCTqVQn3xA1BemCEGtC6ytKb/lYS07W0zsXzim6Pno+RoRPxkIQxKomfT56fHfNYE3UYG30yOukweoYb0t1y1vGzW1dH65kagU9iUS8ffv2uYuX+4l/j6RsG+jTvmZoYW6Bg6NuIAhiWZPeRx/k7atwQFjhoPA5CalTIqKHj53xfJ4+SpryUyDQaNTUUC+545Jqd0IfFg6GN+B9C/rVLJ4qnpBJC/WEo24gCGJdkxz0NFpcHuaaR9ZV90wjr2xjv8Kggs5O/Ecnr5xiQQ8AACOtWfcNz4vsPCJy4thxzSOHjp8T2ZXqZUAbbvnXSmDQQxDEQiZ/9koAiH/9I39yJVMl6GkAUACgAEADgAYIvc2JNZluFYkutdluQ81xgNL/4Upg0EMQxEK+9M3YT5gqQd/aN+oUX6PrX2AcUmocVmEWVWkRVWEeUWYZV+GT31o1QPuw2wkGPQRBLAQGPWiqr7murnJk18ZThw8oi+1XFj+gLH5A5fCBs4cPyQgdPXv1XkZNK/WfvU8w6CEIYiEw6AF5rG+wPqan6GFfRVBf+TP032BVCAkTVxfrcUFFycrBCzf2jye+YNBDEMRCYNB/3AANxPaAS8/KDhxVdXe4TSLAd8ZCEMSqYNB/XFVZzVlFPVHu3T43lfqbsgD4R98NDHoIglgIDPqPI/ZhB/IejZY/AmON/0p5AIMegiCWAoOeETDoIQhiITDoGQGDHoIgFvJNB72VlRVjW4VBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAuBQc8IGPQQBLEQGPSMgEEPQRALgUHPCBj0EASxEBj0jIBBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAthLOhzc3O3b9+OBl1GRgZjm3Z2dv7xxx9h0EMQBH1ZjAV9cXExDw8PgiCcnJwxMTGMbdrV1RVt0auoqHR1dTG2Ehj0EARBn8FY0Dc3N8vJySEIMnPmTBUVlcbGRjKd6urq5OXl0QDU1tYeGBhgrPww6CEIgj6DsaCnUCiPHj1avnw5giCzZ8/m4eGRkJA4PG4SEhI7duyYPXs22ssfFhZGpX74YtZxgUEPQRD0GYwFPQBgYGDAzs5u9erVyASsXbvW09MTh8MxXH4Y9BAEQZ/BcNADAAgEQkZGhpaWlrCw8MGDB4XG7eDBg8LCwhcuXMjKyiISiRMpPyNBr6mpiQa9tbU1Y1stKipC71HAoIcgaOqbSNCj8Hh8D0PGxsYmXn66gx6Px1+6dAkNeob3uaSkBA361atXJyQkfPrDMOghCGKuiQc9c9Ed9BQK5d0Afm5u7vj4+JGRERw9+vr67O3tlyxZgiDIli1bsrOzP73Fd0FvamrK4F5CEARNwN27d7+toAcAlJaWCgsLo436DRs2yMrKysnJnRwfBQUFcXHxpUuXIggyffp0fX39np6eT2/O3Nx82rRpMOghCGIWa2trNOgNDAyYXRZGMBL0VCo1Li5OQEAA3XPGzJ8//8yZM/X19Z/d3O3bt9EWvZ6e3gTvSEAQBDHA0NBwgv3VzMVI0KPq6+stLCyEhYX5+fn30YOfn//YsWO+vr7jfMrL3d19/vz5CIIoKysz/GAYBEEQYygUio6ODhr0FhYWzC4OIxgPegAAmUzu6upqbW1to0dra2tfX9/4txIUFMTJyYkgyNGjRxsaGiZSYAiCIHoNDg6ePn0aQZDvv//eycmJ2cVhxISC/utITk7evHkzgiBbt25NTU1ldnEgCPq2VFZWCgkJIQiybNmyp0+fMrs4jGCBoG9ra5OWlkYQZNasWfb29swuDgRB35aAgAB0lKCgoGBZWRmzi8MIFgh6AICNjQ064YOMjEx7ezuziwNB0LdibGxMXV0d7aC/du0agUBgdokYwRpBn5mZic7f/8svv3h4eDA8sw8EQRBdQkJC0HuEv/76a2hoKLOLwyDWCHoCgWBgYICOpufm5s7KymJ2iSAIYn9YLFZCQgJtzispKWGxWGaXiEGsEfQAgJKSkv3796M1rqio2NrayuwSQRDEznA4nLGx8dy5cxEE2bx5M8PvApwKWCboAQAhISHLli1DBzlduHABdtZDEPSF4PF4Ozs7Dg4OBEFmz55ta2tLoVCYXSjGsVLQ43A4BweHhQsXIggyd+5cTU1NDAbD7EJBEMRuBgcH7969u3jxYnSw34ULF9ra2phdqAlhpaAHAOBwODs7u//973/oFyAuLh4XF0cikZhdLgiC2ERRUdGZM2d+/vlntC2vra3NBg/ks1jQAwDweLyDgwN6HxxBkOXLl1+9erWoqAhOgwNBEMNoNFpdXZ2Njc2mTZvQbFmwYIG+vn5nZyezizYJWC/oAQAUCiUhIeHIkSPTp09Hv5JVq1ZpamomJydjsdjh4WFmFxCCINYwOjra0dGRm5trZGTExcWFDu1DEGTHjh2PHz/G4/HMLuDkYMmgR2EwGFNTUy4urvdnxNy2bZuampqbm1t0dHRycnJaWlpJSUllZWU5BEHfvIqKirKyspycnJcvX8bFxXl5eWlra+/ZswftDUb99ttvWlpaJSUlzE64ycTCQY8qLy+3sLDg5+dH34XyzrRp07777ru5c+euWrVqw4YNayEI+uatW7du9erVCxcunDVrFjr5+TuzZ8/etm3blStXMjMzWfTx109g+aBHvXnzJjAw8MaNG0ePHl2/fv2CBQveXYJBEAR91C+//LJ27VoxMTF9fX1/f//q6moymczsMPsi2CTo3+nu7s7Ly4uLiwsKCnr48KEPBEHQxzx58iQ2NjY3N5fVh06OB7sFPQRBEPQvMOghCILYHAx6CIIgNgeDHoIgiM2xcNAPDg5mZmY+ePDA0tLyFnuxs7MLDAwsLS1leHYHLBYbExPj4uJibm7O7L2ZTGZmZi4uLhEREW/evGGgWioqKp49e2Zra8vs/ZhklpaW3t7eaWlp/f39jB0w78Pj8fn5+QEBAVZWVszes8lkampqbW3t5+eXm5uLw+EmXlEshCWDnkajJSYmKisrr127Fn3zFPuZN2/ejh07rl69WllZSVfl4HA4b2/vw4cPL1u2jF3HmHJwcAgJCTk5OXV3d4+zWhoaGgwMDHbv3v3LL78wu/hfxIwZM1avXi0vLx8VFTWReRYLCgo0NDQ2b978rwdT2MacOXO4uLjU1dW/qddasF7QU6nUiIiIdw/Ezp49e+HChRxsZMmSJQsWLHh3XMrIyNTX14+zcvB4vJWVFTrBJ4IgP/zww+LFi5cuXcrsfZo0S5YsQWebQhBk3rx5JiYmn53xgkajNTY2oq8dRhDku+++mzdvHrP3Y5ItWrToXYuHi4srPDycgayn0Wh5eXn8/PzoembMmLFgwQJm79mkQc+ChQsXzpgxA93Bffv25eTk0FtLLIr1gr66uvrQoUMIgkyfPl1AQMDd3T0lJSWbjWRmZiYmJpqamv7555/oL5mBgcHAwMB4KiciImLlypVoxCsqKgYGBqanp+fk5DB7nyZNRkZGeHj4mTNn0N/CZcuWPX78+NOvlhwaGjIxMUEfg/ztt99u3rwZHR2dlZXF7F2ZTKmpqQ8ePBAUFJw1axaCIEJCQhUVFfSeWa2tradPn0YQZNq0aZs2bbK1tU1ISGD2nk0a9CxISUm5d+8eNzf3tGnTpk2bxtIvjaIL6wX906dP0Xmid+7cmZqayuzifClEItHJyQmdgmP//v0NDQ3jWery5ctog0VJSamxsfFLF5JZuru7z507h2a3np7epx9Yb2pq4uXlRRDkxx9/dHJyGh0d/Wrl/Mqys7O3b9+OIAgHB0dISAi9i2dlZf3xxx/oz2FQUBBLv2fj00JCQn7//Xf06icjI4PZxfkaWC/o7927h57hp0+fZuOTFgAQFxeHzsbMx8c3zt6b48ePo5elXl5eX7p4zHXnzh30J01TU/PTUwxWVlYuXboUQZAVK1ZUV1d/tRJ+fR0dHWJiYgiCLFmyJDAwkN7Fo6Ki0P4fXl7e8d/8YEUlJSU7d+5EEGT9+vUvX75kdnG+BtYLeltbWzTLNDQ0JjKJKIlEIlNoDC1KJRMJRBKZytjS4xYREbFixQoEQfbu3TvOoJeUlEQrx9/ff+IFoJEJuJHh4ZHRqTb9B5lMtrCwQCep1tbW/vRhUFFRgd604OTkZGysziShUcgkAoHE4EE3DhgMBu3V5ODgePr0Kb2LR0REoFUqICAwNDRE9+apY2O9mMbamobWgaHJPGLIRFwHtq62trGrG/fJTrpxy8vL4+bmRhBkw4YNLP0m2PFjvaC3s7NDs0xdXX1cLfqh2rgnno9jy7v+ejEJueNVwF0DA+vHpS0fv4/XU5Ps7xWQVNzx8cOVik0L8Q14kd/+hQdoMRD0UlJSaOU8fPhwYhun9Tdme7tZm5ubWZgbW/tGl/1HXX2g52WgV0BUyRBhUk7JjyOTyebm5uMPerSvj5OTk+7uLBq59dVzZxv7uPrBv7c+2poR6uMbVtBD1xSH5OHa7LAH3tFVX6ytPMGgj4yMRC+S9u3bN857Qv9AKM73kDm0Yd3eC6ERrXQv/d+6MZnGGlvXbRS6bZ89OimzSsKgZwH0Bj0NE6a+/4+95x6WjQAAAKE1zVRpx9LfefVso5p6xz66SEXQZZ41fHruBf9xVA1W5aZlFDT2f+F3EjAv6ElNSQ8vnZS5bu8eEh4ZHR5grim9V1onpqSL/K41SqN+rAeXRiFVGIpzC6n7tg5SPvFRGm1Cl0NfK+hppN5aN+WjGxYtErEMb/9r58e6s40Ob9wi5VA9+OnF/4XYVpuX8rIYO/ylmvTMDvr8bAehnUsWbTz9OLiZ7qX/W1djyiXFFQt/5Ta0SMNNyjkHg54F0N2ib4m6JLHjyNXgJgAGKp9oHd70O5+qVwr2rwYnGVua8NDN3uqufXDma7TVWvXCSHiXuMnjmtbXhXExiTWdI+hHR5rLYqKTiutqq/MyMguaBsmgvyEvM/NVdurLoAfuDra2Tj7B+c3Dk9WUZVbQ49uzrh47eOr2i/Z3e9KeZnP7TnhuG4kGqGN9aYF2ZqaGRtevWfnHtwxRABjJD/NyNLUwuGXu9NT5vMQhuavBXcMA0MbKYzyNjY0MjQxMPZ7X9pAAAISeymeuNrduGhlcMXANy+jFMXLH7ysFPRX/Osr6xBFlMzPdY+IqD4rf5vpYT56lHN8+Rfe6t90bQ1UpTxzt7Zw8fFNqhwAA1OGW7BcPHicW99EAAFR8U9aTp8Gpta0drwtephShl0aknornPi72dvYuXo/TKtompauD2UFf+MpJnP+3FdzqT8Na/v5vWmtOpq+hwUUtLW1tbU0NLRMX97TOzn+997OvMP/Z7WuXtDW1tLS0tK87BkXWk/+6YO5qSr2q+ufyVbzGVhmwRc+gbyHoIy8f3SNn/CwjO0JPctee4zdjyv5qiZF7XwUYq8id0DCx9bTVU5ZX0HFIxIyCN9Emwjzi5sFNvdnu0rx7NH1yhgAAYDjBRo5H6Mz9lEhLpYPCSl5lw6A2xFBg4587JHXN7Ty9XO6oS/CJqJrENE7C04mAeUHfknjnsLDsw8Kuf/xivW2GDkfZacsoXA6OT81JcDgiyH/xfukAvtdVmffXJQfuBscUVKdclxaSvRraOTSc+/CalLCkmV9USlqYvqK47JVHb/raQs1l9kkZvohJS3xkb3DHu6qNkdvpXyfoiV3FDqqCwpceVLdVucrvOXI5sI0KAAB4NOiVPBoJgDLc8MJa/YTCGUMnO+tbZ6XltRwiqgijzbF3FLZz8ZtFNwx3Fdmf2LNBwiClsjLaXp6bWz2sEeC6Mh00jksomT5wsbl06uhhVfN0zMcvLukydYL+ORYAAGi4torHRjeE1vPwCEndcLB/5OPvcvmS7M5126SO3krJRLt3xtqbI8zMpHfuFT5x0tzd6fF9X0cd3ZP82w+cOeX4qqgTANDTlHoNBv0EsX/Q09oSjWV3ce/YvXoV5/82yT3J/TuFe0oDVPfxKZgG1eGINNJwvpcu/1ZJh5eNr1NtDu8SM35SA4g191T388vb5XYD0J92RZhb5IJX1UiplQK/gJxH2TCoD9Zft3SDslViD4kGAKUx9pb4zv3XAgrpv5P1EcwK+voXt6QkNZ/XfvSdyKPVyUHBkbkNzR0N+b5S21eKXotpH+r21BTjO+nQNgoAaLmjICRjENnaWmgkvUfaIrKbBgAAfem2h/jFXdOrQq3Udu8+ZOid3NTSgmnvIzLUjfFVgp7YlGAvuVvgZnQLmYp7/UiXZ89x96IhAAChN89Sjl9AxbuVPNqQYim25aDhizcjZBKhvzbs2uEtvJox3RRSb/3Da8e5eWXVTood3Kd8v6ifRuyIsJLZsk09AkPpLHMX/eNXMcPItgHcSH/nm6aWfoaubP5ligT9dvWn4e0AgP72dFNN7vnLueS0nrU2vr1moZJqHnucWLuC45C046sGCqmv1NOCf9VqrlM64d1/n5m1vo6Sa1askFP3r+4CI82pRmf/XAaDfiLYP+hBV4q+2IY5S3YcVzklunvLXqXbyW/Q60ZyZbDhQe4dYucN73m5OTm7215X2L1h783oorJMe6ndojcellEBaI27IyVy6mEmtjneTlzw+N3IRgAqrOX3HVR5UD4Cap9e3rtLxjb87SD3vlIvaR7+czbpnZPRfcOsoO/IuCdxUNItq+P9EG4sTE3Ob8Lhh2qinc+qndW5qH/9jp74jm0q5smdw133L0gcOf8AO0AGoM5CXujEjajWxlTdI6IXg0refkPNYYoHBIwjWnEEQubDG2pnzqnISh4/cyO2qpNMf9Z/haCnjTQGXOL9feWec6YOzs73rA1VNy9ftv9C0CAAxP4CSzn+/ap+Hf29r5wU/ly3X9PKxdnZxc3J1vSc6JaNh12LcQAAWm/2FYH5yJxles+bAACA1BZ+V34Xj8bzBhppCBNsfnbf1tX7lW84uN5/nlE9NBlj1qdK0Gs8C+8CgFxf5XGMb8X69Wf9Y/7R8GlrClOV/GPhn1KOj8paq57qyK79Y+3BKyZBKbGJsXExsTHxiemxro5qW/+YvYZPPyIbEJozjTXWLlsJg34CvoGgb425cHgr//lHr8mgI/Oe2DoOLknTlDYCAJQKP+2dm7YfuWju5eXm6uzsft/3WURqff9wVYyZ6C6xG76lBABAf87ts/Ia1y0MzyuduuJW0AUAyDc7wS+EBv2zywI8x61Da9H2Sme+61GevedtM7tYOegpQ9V2ahIyuo757W8DtK8+RHrvzrOOWT3tL88I7T7lkjEKAOiLVeTjOmwY3znU5aUldui0W3MfGYA6M1mB41dftHZUWSvzCGvfbyQAAEDNk6sCe5UDK7EtmDrsIAAA4BpCJdYskbodS9/YFQDA1wh6UmuGp+SuTUcu3nVzcXZ2dnFxcbh17sAfG456lYwR+kqt5PcKnvbr6O5Mu31kyboDFx09XZ2dnJxdPHyehCdkNw1QAY3QnOohu3Xhgl9/F7MI7iQCQOqIuCu/c9f5oKq3v2xvMgM9nO5ePXWIa+3uy4/z+yd8j/arBj0VP4YpzIuOjEourx8kkAEAhMJcZ3H+337dqv70eScAxOpKZ+k9nLw7Lgenk8F7O9eBideT3/z7Vhm34MyyQruj/L8v+onroLjKGRVVZRVlZWVlZZVTp1SUFE+fN7SLrH4DRjCZN86tgUE/Id9A0DdH6B3eevhyYA0BAEBtTrY//MeSzSLG6S1E/Jvn6gd4T5qEoJ0UtM6qtNjkui5cbaTJwW3C131KxgAAAJ//5PqeNf/7Za3g7YjSYRoA1Jybx3fvV/QqGwE1gXq82yVuB9egQd+R53yEe89Z6wyWDnoAQG9N+t1zErJnLtk4Oru5WGiqKZ6++aC6Cw8IDR4Xj0upGdk4uztbXBPYxLnxmFlRR5OXtpiwigumjwxArak0v8SFJx3DxOZ0X+3jIqoGVg6Ot04rKBreT+/B9+eG3dHQvmF3z8XDxkDtlI5fVgOe/sbslw56ysBrn/N7uY7cKHjv+CK8Dlbauk7UIKarp+ruyT18il5Y4lhjitVh7v1G0W9HmQzXZSUnF/QC2mBtpNahTQfOO4c9sORbv07VLn+I2h1ld3I7t3poHRnXU54Um1CLtnNbI85s+3W3ll/zhBv1XzXoKd390fo6m9cs3mHoWNlLAABQyopdjwv8tn7flbCEEQCozfVPFA6tXMwpae/TBP6+20woL7CT3PvrrgPXIosGsPVPz0muXLFK8p53PSABCoVMJpP/9XxLJ7wZO3HfQNBjoy5J7Th8KbDy7V18SnOCw5Hff98iohte31QT76xxTOj4aQ39a1eUjp84f9WptH/sddxtMR6xGw9L0RtkhMYX8txLV+zTSmjEAQAAKffWib1CKt7lI6D22RUBnmNWYXVvW/QFbsd27ztvm8XqQQ8AIHfXJ7546u/nHxDg9zytouuvLMV3VsaGPPH3C4hIKyvPz0lKzmwZGXxTnpNd2DhKpAEwUp2bnlPaTCADAEDf68ygJwEP/fxi8xtGaAAAMNb/Jj065JGfX0BASF4Dg/X0ZYOeRsC8dD62h0fPv5r0j//uiLWW28R3LjDvpetpwf3KHg0EQCV1pjjpSIqJnLl27fJFPQUp+VuecTVtZa7qAlsPaUR2AAD6Io0kVq+XuJucGuOssodX60UjFd+V6WmkfExO79pV/YvnVdXOG4eVtJJYq0UPcKTX3m4nNy5cIiBqn5XfQyDUB/qr7Fy74rCK96t6AAAgjTREPFDZtGPZWl51b/+K7i4CgTBYVuJ/XnYj5/I9BhaJnWOARmpLjdDm3bNyC5/ukxeNw4MUCoVM7K9KDDXTuHLB3u9V2zAYwKRcUV7+v6XchhZpMOgZxHpBT/eTsYTehsqiiobu0b9DhdJanRsbmVTePgQArft1blJ02IsXL6JSCt90j9IAGO19U15c0dSJe7sEZQRTUVJWg8Wh5z11CFNVWlbTgaOA0e7G0uLKlp4x9CQlDbdVFZfWY4cYnEX+nyIjIxl+MjYgIGAyijBF0fVkbHl5Ofpk7MqVK8f1ZCyNPNRamVfw92/buz+M9jflZha+7uhorysrrW57+8QwebihICEi/HnYi+jE7JohAoUw3FmSlphf343+nYJrzc/KLKjH9rbWFBfXd48CQCMPdzdkxEY8f/48KjatmqGhRx/CYDAiIiIMB314eDhapfv37x/Hk7E0QO0ZKPC+r3VgG88BfvHjxw/wCh9Q1PZKz+kd++vihEpoLsh107kosX33IXFxGWlpCX5RiWNy5uHBpX0Db08SGrUtP9dVXV2Me5eIxJETJ2SPHxcRPCIkfv6WW0w+FkcGAy1Zt3S4N2wVvXMvZ4z4n+WhQ35+/o4dO2DQT2mOjo7o4aiqqvrZKWpZWmxsLDrXDS8vb11d3XgWkZGRQYPew8PjSxePuSwtLdHm52d/7ysrK5ctW4YgyIoVK+id3J+1tLe3o0G/ZMmSJ0+e0Lt4VFTUnDlz0OOts/OjY64+RKEMYurL8l5lZWZmF5TUdw185BoNj8OWleZlZWVmZmblFFRjuz5sllOHBzElRblZWZlZWZmZGbkVlS3vno0iE3EdrfV19U1dPaOTM+1ISUkJGvTr1q2Dc91MUcHBwegcVVxcXDExMcwuzpdCIBCsrKzQt2QICgqOc/bKa9euoRPVSklJjX8We5bT1tamoKCAvlbl4sWLn569EoPBCAgIIAgyd+5cCwuLT3+YpSUnJ6PvaVi6dGloaCi9i+fk5Kxbtw69IPD19f0SJZwiAgICli9fjiDIxo0bv5HXj7Be0Dc0NLzroNi2bdulS5dMTEyM2IuJiYmqqiraDv3hhx9MTEzGOclUUlLSmjVrEASZMWOGqKiooaGhsbExs/dmMt28efPGjRsSEhI//vgj2hsTHBz86fnoR0dHra2t0avARYsWqamp3bx5k9n7MclMTEwuX768Y8cO9Mfv8OHDDMzT2dXVpaWlhZ5Zv//+u5aW1kcPwoSf2QAAAZ5JREFUnhs3bhgbG5u/x+Jv5v/Bgs7PfPCpTy34b6ampjdu3PhoRZmammppaa1duxY9R86ePdvW1kZvRbEi1gt6AEB8fPyuXbuQb8D3339/+vTpcTbnwV+z2KM9+2yPg4PDxsZmcPDzM860tLSoqqqy61sn/2XXrl3x8fGMzSZfUlIiKirK7D34Sg4fPpyfn89ALbEilgx6Go1WVlZmYGCwfv36+fPnL2A76E7x8vI6OTnR+wYcPB6PvlB3+fLl7Fo5HBwcx44de/78+fhn0+3s7PTy8tq/f//ChQvZr1rmz58/f/781atX6+npFRQUfPoS59Oampqsra25ubnZr5YW/FVRmzZtunXr1jjve7EHlgx6FB6Pb2xsrKqqqmZTWCyW4TN2YGCgtraWXSunpqaGsTdjtLW1MbvsX0pVVVVDQ8PIyAhjB8z7KBQKBoNh14OnqqqqqamJSJyU8Tssg4WDHoIgCBoPGPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLE5GPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLG5/wO4bITgSzIqBwAAAABJRU5ErkJggg==" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="font-size: large;">Lección 2 :</span> </b><br />
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<b><span style="font-size: large;">Pensar por Etapas. Ejercicios de consolidación.</span></b></div>
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En esta lección realizamos ejercicios y recordamos por qué es importante usar este tipos de procesos el de "Pensar por pasos".<br />
Pues nos dimos cuenta que al momento que realizamos estos procesos descomponiendo la tarea paso por paso y vamos analizando tratando de no cometer errores.<br />
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<span style="font-size: large;"><b>Práctica 1:</b></span> Supón que se te pide realizar un inventario de los libros que tiene tu maestra en su oficina. Identifica los elementos de entrada, proceso y producto para hacer la tarea.<br />
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<b>Entrada:</b><br />
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Esferos, hojas, computadoras, oficina, libros, maestra y escritorio.<br />
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<b>Proceso:</b><br />
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Revisar los libros y contar cuantos libros hay.<br />
Almacenar la información en la hoja.<br />
Traspasar la información de la hoja a ala computadora.<br />
Revisar si el inventario esta bien formulado.<br />
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<b>Producto:</b><br />
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___Realizar un buen trabajo en el inventario.<br />
Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-17753256318241126622012-12-19T07:22:00.002-08:002012-12-19T07:22:46.751-08:00<br />
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<b><span style="font-size: large;">DESARROLLO DEL PENSAMIENTO TOMO II</span></b></div>
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<a 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YWP092wUsEyfnKkLmBr0Sabye0T0HtZ1VjqeE5e8GFBVGm2me94ypqW3yO2kIL+OZ157ZbTZueMHj529ZGR44YLsge38mnZZNNAZaS3Hy6cVXAMAANWxluI8YiZBjdTip+dFDim7Z7z9DaTUPzU4Kqp2J6EyzVR2/2H1gAb0MCOUO+uI8Ync/KuRNi4w6FkAI0E/WJ8Y7BeWWjP4r56T4fqIRwGhGSWvy1++CI4tahpC/3sQkxf2OPhlcTseAADIPZVJj3zd77l6PAl+8vhxYFRWdddIa3ZkUFhiRc9fZ+hAzctAH1cndy9PV0/fJ7EVb3qpgDLwJifU39vV1fO+m+eTF+lNffTdOv6CQV/hJbN78zmfqraWvBvHDymb+Qe7XlbWdSpoHah+qrGbT9YjNi/c2UD1kplvUER0QqTdZaE1fwhZx3YRQI3lsV0Cp30b+9Gq7A66Lr6J71IyZgiP9ZFYs/GUS9nbneyL0eDfeOByZHt/6/Or+39dL2xwPywmLjY6Ji46JMD/WWLDYGvoTYlt/HrRVVO266YtykLkzy3SgU2UsY5MY0nurQckDolqBDUR8b2ZN4+u26PkFPfYRmDDDq1Hxf1D/fW5Aad2rFjBb1gyONKSd5tvxfYLAW8AACPYeJ19G3jPPB0Y7c10Udu1S9Q6vqx1sLe9NuneOVEBaYtXg5PTecPcoL+lsHv/WXcMIFW/uC0rInJUTUtD2ypnGLRl2588JKxvG+R1RZ778NV0IgAAtKfcObBxq6xNHgBdUdYnd/NqPqsC4G3Qi9x8hgGdyVePbOFRu1dHAgAAMib6yiH+E8Yv3vSkGh7bJ3b2YT06aA5f5qwjyi9qnIilo7Qw6FkA4zdjWc0XDfoTezapOJb0AtD90v7Enj/mr5JyTm4mA1D2UI2HX+5BbKaXzpGDCtf9whNfpsa4XlHgWr5F3SW7i1BjI7N7r4pnbQ/a0up4elVs6/4riQ0j1NEqF3UpSVl9z8CwiKjn/g5au/9Ytu/K804cuaf8+S01eS0zj7C4hKSEWD9Xj8j06iF8R+iNI1v5L8ZM2aAn9uQ8uqZ0xiShBQBAbggzPMi/V8k6DQ8AeajM20hZ0yqitr7oiYW2tuHdey6uzi7ONzXOy8nrhle3NVc/uyh33jmxAwAw1p3voquqZRXfTwPEvoZEr1uX9HTN7K0sb13Sv+2TUtk9WaMumRn0TTFXJddtO2FTCQCxJcVU9Bdk+gY1hzwyAA0vzcV2bDtrm5Dkc1NSWOyCk1/A4we3NY8vn7t4p7JjI64l1FxyA5eSfzkAAFRE3Ny7epemVwUAI0WPTGUF+OSv3r3v42SkfVxY+npw2SCxJeL8/s18cm9vgwN8sY0q76Y9V2Ka6SgtDHoWAIP+E8YZ9JThluJXmWVvhog0AGhDtdkx4WmVvQQAAG2opTwnpwgzMIbve1OYkRQXF5eYml5UVl2cnpxV2jBAHHlTmptb1vzXczGE9tqCrLya7mEyAIDQ11yYFBUTExOXkJhdUpSTmVlQ24HeeSV01uUkRcXExcbFxcUl59W19BAohI66wqxXVd04unuov1LQ06gEXH9Pz8AYWkDyaHdXRz+eBgCgUYnD/d09g3gaAADf01hTWVFV09g+OIbH97e3dI/giaTR/u7eoTEKAIBGIQz39fQOvBtHT+3H1laWl1fXNfVP6iyKTAx68mBjauj9h+GvumgAUPorE33uOPqlNxIBAP2YrCBf7+iSHuJIU9qju9ev3rSwc3scmRnzxPe+d2DFQH9Nzgsf76iKbgAA6KnPeOzlH1fUCQAA5NHG7FAny+tGRtes3Pwz3uBoAJD7amOf+DyKKOl9O/q5MzfmkU9ASuMQHaWFQc8CYNB/wjiDntV9paBnNUwM+nGjkfCjY4S/hhnTKJ9/iIxMGB0dY+iJw/8Eg54FvP9kLJvNxfEvDAT9N/Jk7Fd6YIrVTPyBKbRKGXhgirXAoGcBE5sCgZVER0dzcnIiDE2B4O/v/6WLx0QUCuXrTIHAWlpaWt5NgcDAXDfvB/3QED1dIazm3RQI69evh1MgTFH379//8ccfEQQRFxdn7/M2KCho6dKlCILw8vLW1dWNZxE1NbVp06YhCGJkZMTGv4IUCsXQ0BCdXF5DQ+Ozk5qtX78eQZCFCxfGxMR8tUJ+fY2NjQICAgijk5olJyejfVxcXFzFxcVfooRTRGZm5saNGxE4qdlUlpGRsWXLFgRBfvjhh8uXLxcXF79+/bqWvdTX1ycmJkpISKCNVnl5+ba2tvFUjru7OzoB4cqVKz08PKqqqurr65m9N5Oprq6upqbG399/8+bNCILMnj3b2tr609MUd3V1qaqqIggybdo0ISGhpKQkZu/E5Hv9+nVxcbGhoSH67TM2V1dNTY2wsDCCILNmzVJQUMjJyWGzg6e2trahoSE7O/vMmTPff/89giCCgoLl5eX0VhQrYr2gHx0dNTMzQ1+P8N133y1atIiDg2MJe+Hg4Jg3bx7aCcPFxRURETHO98c2NzfLyMigC37//ffoqpi9N5MJ3R10nmoEQaSkpCoqPjPTIZVKTUxMRGcqRhBk3rx5zN6JycfBwbFo0SL0Eufnn382Nzdn4IWCRCLR19f33YvbFixYwGYHz5IlSzg4OBYsWIDu4PLly728vNj4wvd9rBf0AICOjg4rKysuLi6Erc2cOVNQUDA4OJiuY7GsrExDQ4ODg4PZxf+yFixYoKSklJubO546IZFIL168EBISQttxbGzt2rVmZmbjvP770PDw8IMHD3h4eNAOQDbGzc3t7u7+xQYXTTksGfSogoICa2trfX39a2zKw8ODrvdfvzM6OhoTE2NiYsKulWNkZBQSEkJvoxWLxfr4+BgYGDC7+F+Evr6+paVlVlbWxN8pVlNT4+TkxK4Hj76+vr29fWlp6ecrgo2wcNBDEARB4wGDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNseeQU+j0chk8ujoKA6CIOgDo6OjJBKJSqUyO6u+ErYK+r6+vvr6+tjYWHd39zt37ly4cOHs2bPnIQiC3nPu3DltbW0zMzNnZ+fw8PDq6uru7u5xvtuHRbFD0OPx+NzcXGdnZ1lZ2S1btnBwcMydOxd9zTEEQdB/mTNnzuLFizdu3CglJWVtbZ2SktLT08PsPPsiWDvoR0ZG0tLSrly5snr16tmzZ7/7/hYsWLB69ert27fv2bNHWFhYEoIgSFJSSkpKVFSUl5d3+/btGzZseP9FbDNmzPj111/l5OSCg4O7urqYnW2TjIWDvqys7NKlSytXrnz3PXFzc6uoqJiZmQUGBmZkZFRUVDQ1NfX09AxCEAQNDg4NDfX3979586aioiIvL+/FixeWlpZqamo8PDyzZs1Ck+SXX345efJkSkoKO3XmsGTQj42NPXnyZM+ePegXM3v2bGFhYUdHx9LSUgKBwOzSQRDESshkclVVlYuLy5EjR3766Sc0VdasWWNnZ9fR0cHs0k0O1gv63t5eU1PTxYsXo98HNze3i4tLc3Mzs8sFQRBra29v9/PzO3DgAPpu9Dlz5pw6daq2tpbZ5ZoELBb0/f39BgYGc+bMQb8GeXn5/Px8ZhcKgiD20djYePny5UWLFqFNyZMnTzY0NDC7UBPFSkGPw+HMzMx++OEHtB/N2Ni4t7eX2YWCIIjd4HC4Bw8erFq1CkGQ6dOnq6ioYDAYZhdqQlgp6AMCAtC75D///LOxsfHQ0BCzSwRBEHuiUqne3t6//fYbmvUGBgYjIyMTWeHg4GBlZWVmZmbyuGVnZ1dXVw8PD098d1gm6IuLi3l5eREEmTlz5uXLlwcHB5ldIgiC2BmFQnFwcJg3bx6CIL/99ltoaChj6xkZGQkNDT179uzWrVt/+umnGeO2YMECbm5udXX1iIgIHA43kX1hjaAfGRm5dOnSd999hyCIlJQUG3SZQRA09fX29p4+fRrtrJeVlcVisfSuYXBw0MzM7H//+99EHuzi4OBwcnIaGxtjeEdYI+jj4+PXr1+PIMjKlSvDw8OZXRwIgr4VL1++3LhxI/oYZkBAAF3L4vH4+/fvo0MEf/jhB3FxcXNzc3d3d29v7wef4+7ubmFhISwsPHfuXDT6QkJCSCQSY3vBGkFvamqKTmmgqqra39/P7OJAEPStIJFI+vr6aMtaW1ubrp56DAYjKyuLDhHU0tJqbGykd+sYDEZVVXXGjBkIgmhoaAwMDNC7BhQLBD0Gg5GUlERH2nh6ejK7OBAEfVtCQ0PRu7I8PDzZ2dnjX7CoqIiHhwdBEE5OzoSEBMa27uLigg41VFFR6e7uZmwlEwp6CoWCxWJLS0uzs7MzMjIyPycjI+PVq1dVVVV0DYuMj4/n4uJCazknJ2ciBYYgCKJXY2OjhIQEgiCLFy/28/Mb/4K5ubnbt29HEGTdunUZGRmMbd3Z2RkNelVVVSYEfVlZmampqZCQECcn59y5c2fNmjX7c2bOnPnzzz+vX79eWlr6/v37bW1t49nQ48ePly1bhiDI0aNHGbj2gSAImoixsbFz584hCDJr1qx79+6Nf8G8vDxubm4EQdauXZuWlsbY1p2cnJgW9PHx8Tt37pzIfeTvv//+1KlTTU1Nn92WnZ0d+iismpoa7KCHIOjru3LlChpcpqam41+KtYO+uLj44MGD6G5v3LjxwoULtra2bm5urp/k5ubm4uJiY2OjqKiIPl48c+bM69evf3YCaFNTU3RbhoaG384bYSAImjpu376NToBjYGAw/qVYOOgpFIqzs/OPP/6IIMju3bvj4uLoHfEzPDzs6OiI9sZs3br1s93uZmZmaBXfunWL3tJCEARN3N27d2fOnIk2N8e/FAsHPR6Pv3jxItrEvn79OmNbLSkpQW9Gr1mzJikp6dMftrCwQB+VMjExYWxzEARBE2FjY4OOcfxWgn50dFRTUxMNemtra8a2WlRUtHv3bnT/k5OTP/1hGPQQBDHXtxj02traaNBbWVkxttWCgoJdu3aho45g0EMQNMXBoGcEDHoIglgIDHpGwKCHIIiFwKBnBAx6CIJYCAx6RsCghyCIhcCgZwQMegiCWAgMekbAoIcgiIXAoGcEDHoIgljI5AU9DQAyALTxr4T5QW9jY8PYVmHQQxDEQiYr6ClkIiYvZrClHAAAAPWf/2h//fsHGPQQBEFfw2QFPZFEsjG46aavWBNrVxR2pzDsTmGYZUGoRW6gUWtl6kDH666GAvzIP17XAYMegiDoa5isoKcB4PM8X1TiwiH+4yKCCmJCp8SE1YQFFXdvl3j4ICg3pzj8eXwrtuP9lcCghyAI+hom8WbsCAWkNYw+yusOK+mLLmqNy2uIKsY+K+ypaBtrGyDUdY4N4ynvrwQGPQRB0NfwJUbdjLZmFT7Wf+mgUvzs+sibJADGProSGPQQBEFfw2QHPa2lMNbsnOLufSc28svw8cncUFOpy34OqB95t8cUDfpBAGpIoIUIiFQwBsDox1YCgx6CIBYyuUFPJuJdbE11LD09X762cPPziCs3dH3q7Gg10NX64UqmStBTqAD9GaIBkF47eN42SvC01XXHkKb2vpdFr/2SintGCP9aCQx6CIJYyOQG/ejoqJmlTXRCfFdHi6eLY9vr4pcvQ+/Y332DwX64kqkS9IW1bSYBmRk1XUXNQ0oX7S9IiBgf5zuvolxUVv4q7sUp+fP+L7JI/7i7AIMegiBWMrlBTyCS7ey9fWxty/Nz7G1u+95QtLh4xvlhSB+O+OFKpkrQV5TmKysp3rR0c/B8bKirSGhOqy58ecNQPz8/d2yw48a1yxaWd0dG/tGFA4MegiAWMrlBTwMgvRTj8yyhsLTW0s57j4CCjsWjYuzwR5+XnSpBTyMN9uQ9qo/3cbW1VL98vaCLlFJSdcnwRkJuQUZT3ymdy672t/GjI++vBAY9BEEsZNJH3VBohEe98OsAACAASURBVIbqlKa8sPzq16GVDQ29Hf+1kqkS9O80liUaaSkeVTWRuWDHJ6F49ILNiTM3r6ker80JB7R/9N3AoIcgiIVMctDTqHVZz03OndCSkcx5fr848WmUl0V7VQ4A1A9XMuWCHgBCX3nEEyPl6/Kil04IXFYQe2R+vq8k/MOhNzDoIQhiIZMb9CTCmN0dM9WbblrOsYZG5t4B8Veu3w1wscYPfSTHp1zQkwHoooHBASyxo6C2MtnrWaB7XFrlEPHDjicY9BAEsZDJDfoxPOGO44PY1ETsQJu9h1txTXV0SoK9/Z0WzJsPVzLlgj69Cqt992lCeikBANP70fsEpY8LS1w0ccutbv9X1sOghyCIhUzyOHoq7fGz53d1Tz6zPn1DRzrATNHu+kmLu7bYzr4PVzK1gp5Modk4eCseO9ZWm1dYh5U+Ied1Q6ku0uHKubM29/xwY/8YNgSDHoIgFjLJo25o1PtO7mvXCHLzyAkcUt+y58SBk9ceJZSOUT6ykqkV9CQy6e4dC50rlzJbhzVtHksfl35TlduBI1w0NLaytBgdgaNuIAhiVZPcoqdQYvIr3BILIyraEus6n1e253TiPjqJAJhqQQ9o1IyoR2oKSnuP6B0ROBhirUvD90YmvtI6czYhxJdK/sccDjDoIQhiIZMb9BQqra4yLT/CvDzSrDLWqjLmdkWkaVtlPIX870kEwJQLegAo+M7qZM8nFkoJz+zbB9pHAKguTSpL9sAPYv61Ehj0EASxkMkNeiqVGuD3XEzojKiQmrT0xX27ZbZxcrnb2RPwrBD0AID2MaJPcsEFx+Czd4L1nKO8ksubRz4y9yYMegiCWMikPxlbiR0NzesLy+uLLhvxzWg/Zejh4vJgZKDnw5VMuaAvweLVb4dJiiuaqB65pyd9U1lKSlTpkkNkTS8BjrqBIIh1fYn56N+XmJLo4WSPbX7z4Z+mVtCTqVQn3xA1BemCEGtC6ytKb/lYS07W0zsXzim6Pno+RoRPxkIQxKomfT56fHfNYE3UYG30yOukweoYb0t1y1vGzW1dH65kagU9iUS8ffv2uYuX+4l/j6RsG+jTvmZoYW6Bg6NuIAhiWZPeRx/k7atwQFjhoPA5CalTIqKHj53xfJ4+SpryUyDQaNTUUC+545Jqd0IfFg6GN+B9C/rVLJ4qnpBJC/WEo24gCGJdkxz0NFpcHuaaR9ZV90wjr2xjv8Kggs5O/Ecnr5xiQQ8AACOtWfcNz4vsPCJy4thxzSOHjp8T2ZXqZUAbbvnXSmDQQxDEQiZ/9koAiH/9I39yJVMl6GkAUACgAEADgAYIvc2JNZluFYkutdluQ81xgNL/4Upg0EMQxEK+9M3YT5gqQd/aN+oUX6PrX2AcUmocVmEWVWkRVWEeUWYZV+GT31o1QPuw2wkGPQRBLAQGPWiqr7murnJk18ZThw8oi+1XFj+gLH5A5fCBs4cPyQgdPXv1XkZNK/WfvU8w6CEIYiEw6AF5rG+wPqan6GFfRVBf+TP032BVCAkTVxfrcUFFycrBCzf2jye+YNBDEMRCYNB/3AANxPaAS8/KDhxVdXe4TSLAd8ZCEMSqYNB/XFVZzVlFPVHu3T43lfqbsgD4R98NDHoIglgIDPqPI/ZhB/IejZY/AmON/0p5AIMegiCWAoOeETDoIQhiITDoGQGDHoIgFvJNB72VlRVjW4VBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAuBQc8IGPQQBLEQGPSMgEEPQRALgUHPCBj0EASxEBj0jIBBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAthLOhzc3O3b9+OBl1GRgZjm3Z2dv7xxx9h0EMQBH1ZjAV9cXExDw8PgiCcnJwxMTGMbdrV1RVt0auoqHR1dTG2Ehj0EARBn8FY0Dc3N8vJySEIMnPmTBUVlcbGRjKd6urq5OXl0QDU1tYeGBhgrPww6CEIgj6DsaCnUCiPHj1avnw5giCzZ8/m4eGRkJA4PG4SEhI7duyYPXs22ssfFhZGpX74YtZxgUEPQRD0GYwFPQBgYGDAzs5u9erVyASsXbvW09MTh8MxXH4Y9BAEQZ/BcNADAAgEQkZGhpaWlrCw8MGDB4XG7eDBg8LCwhcuXMjKyiISiRMpPyNBr6mpiQa9tbU1Y1stKipC71HAoIcgaOqbSNCj8Hh8D0PGxsYmXn66gx6Px1+6dAkNeob3uaSkBA361atXJyQkfPrDMOghCGKuiQc9c9Ed9BQK5d0Afm5u7vj4+JGRERw9+vr67O3tlyxZgiDIli1bsrOzP73Fd0FvamrK4F5CEARNwN27d7+toAcAlJaWCgsLo436DRs2yMrKysnJnRwfBQUFcXHxpUuXIggyffp0fX39np6eT2/O3Nx82rRpMOghCGIWa2trNOgNDAyYXRZGMBL0VCo1Li5OQEAA3XPGzJ8//8yZM/X19Z/d3O3bt9EWvZ6e3gTvSEAQBDHA0NBwgv3VzMVI0KPq6+stLCyEhYX5+fn30YOfn//YsWO+vr7jfMrL3d19/vz5CIIoKysz/GAYBEEQYygUio6ODhr0FhYWzC4OIxgPegAAmUzu6upqbW1to0dra2tfX9/4txIUFMTJyYkgyNGjRxsaGiZSYAiCIHoNDg6ePn0aQZDvv//eycmJ2cVhxISC/utITk7evHkzgiBbt25NTU1ldnEgCPq2VFZWCgkJIQiybNmyp0+fMrs4jGCBoG9ra5OWlkYQZNasWfb29swuDgRB35aAgAB0lKCgoGBZWRmzi8MIFgh6AICNjQ064YOMjEx7ezuziwNB0LdibGxMXV0d7aC/du0agUBgdokYwRpBn5mZic7f/8svv3h4eDA8sw8EQRBdQkJC0HuEv/76a2hoKLOLwyDWCHoCgWBgYICOpufm5s7KymJ2iSAIYn9YLFZCQgJtzispKWGxWGaXiEGsEfQAgJKSkv3796M1rqio2NrayuwSQRDEznA4nLGx8dy5cxEE2bx5M8PvApwKWCboAQAhISHLli1DBzlduHABdtZDEPSF4PF4Ozs7Dg4OBEFmz55ta2tLoVCYXSjGsVLQ43A4BweHhQsXIggyd+5cTU1NDAbD7EJBEMRuBgcH7969u3jxYnSw34ULF9ra2phdqAlhpaAHAOBwODs7u//973/oFyAuLh4XF0cikZhdLgiC2ERRUdGZM2d+/vlntC2vra3NBg/ks1jQAwDweLyDgwN6HxxBkOXLl1+9erWoqAhOgwNBEMNoNFpdXZ2Njc2mTZvQbFmwYIG+vn5nZyezizYJWC/oAQAUCiUhIeHIkSPTp09Hv5JVq1ZpamomJydjsdjh4WFmFxCCINYwOjra0dGRm5trZGTExcWFDu1DEGTHjh2PHz/G4/HMLuDkYMmgR2EwGFNTUy4urvdnxNy2bZuampqbm1t0dHRycnJaWlpJSUllZWU5BEHfvIqKirKyspycnJcvX8bFxXl5eWlra+/ZswftDUb99ttvWlpaJSUlzE64ycTCQY8qLy+3sLDg5+dH34XyzrRp07777ru5c+euWrVqw4YNayEI+uatW7du9erVCxcunDVrFjr5+TuzZ8/etm3blStXMjMzWfTx109g+aBHvXnzJjAw8MaNG0ePHl2/fv2CBQveXYJBEAR91C+//LJ27VoxMTF9fX1/f//q6moymczsMPsi2CTo3+nu7s7Ly4uLiwsKCnr48KEPBEHQxzx58iQ2NjY3N5fVh06OB7sFPQRBEPQvMOghCILYHAx6CIIgNgeDHoIgiM2xcNAPDg5mZmY+ePDA0tLyFnuxs7MLDAwsLS1leHYHLBYbExPj4uJibm7O7L2ZTGZmZi4uLhEREW/evGGgWioqKp49e2Zra8vs/ZhklpaW3t7eaWlp/f39jB0w78Pj8fn5+QEBAVZWVszes8lkampqbW3t5+eXm5uLw+EmXlEshCWDnkajJSYmKisrr127Fn3zFPuZN2/ejh07rl69WllZSVfl4HA4b2/vw4cPL1u2jF3HmHJwcAgJCTk5OXV3d4+zWhoaGgwMDHbv3v3LL78wu/hfxIwZM1avXi0vLx8VFTWReRYLCgo0NDQ2b978rwdT2MacOXO4uLjU1dW/qddasF7QU6nUiIiIdw/Ezp49e+HChRxsZMmSJQsWLHh3XMrIyNTX14+zcvB4vJWVFTrBJ4IgP/zww+LFi5cuXcrsfZo0S5YsQWebQhBk3rx5JiYmn53xgkajNTY2oq8dRhDku+++mzdvHrP3Y5ItWrToXYuHi4srPDycgayn0Wh5eXn8/PzoembMmLFgwQJm79mkQc+ChQsXzpgxA93Bffv25eTk0FtLLIr1gr66uvrQoUMIgkyfPl1AQMDd3T0lJSWbjWRmZiYmJpqamv7555/oL5mBgcHAwMB4KiciImLlypVoxCsqKgYGBqanp+fk5DB7nyZNRkZGeHj4mTNn0N/CZcuWPX78+NOvlhwaGjIxMUEfg/ztt99u3rwZHR2dlZXF7F2ZTKmpqQ8ePBAUFJw1axaCIEJCQhUVFfSeWa2tradPn0YQZNq0aZs2bbK1tU1ISGD2nk0a9CxISUm5d+8eNzf3tGnTpk2bxtIvjaIL6wX906dP0Xmid+7cmZqayuzifClEItHJyQmdgmP//v0NDQ3jWery5ctog0VJSamxsfFLF5JZuru7z507h2a3np7epx9Yb2pq4uXlRRDkxx9/dHJyGh0d/Wrl/Mqys7O3b9+OIAgHB0dISAi9i2dlZf3xxx/oz2FQUBBLv2fj00JCQn7//Xf06icjI4PZxfkaWC/o7927h57hp0+fZuOTFgAQFxeHzsbMx8c3zt6b48ePo5elXl5eX7p4zHXnzh30J01TU/PTUwxWVlYuXboUQZAVK1ZUV1d/tRJ+fR0dHWJiYgiCLFmyJDAwkN7Fo6Ki0P4fXl7e8d/8YEUlJSU7d+5EEGT9+vUvX75kdnG+BtYLeltbWzTLNDQ0JjKJKIlEIlNoDC1KJRMJRBKZytjS4xYREbFixQoEQfbu3TvOoJeUlEQrx9/ff+IFoJEJuJHh4ZHRqTb9B5lMtrCwQCep1tbW/vRhUFFRgd604OTkZGysziShUcgkAoHE4EE3DhgMBu3V5ODgePr0Kb2LR0REoFUqICAwNDRE9+apY2O9mMbamobWgaHJPGLIRFwHtq62trGrG/fJTrpxy8vL4+bmRhBkw4YNLP0m2PFjvaC3s7NDs0xdXX1cLfqh2rgnno9jy7v+ejEJueNVwF0DA+vHpS0fv4/XU5Ps7xWQVNzx8cOVik0L8Q14kd/+hQdoMRD0UlJSaOU8fPhwYhun9Tdme7tZm5ubWZgbW/tGl/1HXX2g52WgV0BUyRBhUk7JjyOTyebm5uMPerSvj5OTk+7uLBq59dVzZxv7uPrBv7c+2poR6uMbVtBD1xSH5OHa7LAH3tFVX6ytPMGgj4yMRC+S9u3bN857Qv9AKM73kDm0Yd3eC6ERrXQv/d+6MZnGGlvXbRS6bZ89OimzSsKgZwH0Bj0NE6a+/4+95x6WjQAAAKE1zVRpx9LfefVso5p6xz66SEXQZZ41fHruBf9xVA1W5aZlFDT2f+F3EjAv6ElNSQ8vnZS5bu8eEh4ZHR5grim9V1onpqSL/K41SqN+rAeXRiFVGIpzC6n7tg5SPvFRGm1Cl0NfK+hppN5aN+WjGxYtErEMb/9r58e6s40Ob9wi5VA9+OnF/4XYVpuX8rIYO/ylmvTMDvr8bAehnUsWbTz9OLiZ7qX/W1djyiXFFQt/5Ta0SMNNyjkHg54F0N2ib4m6JLHjyNXgJgAGKp9oHd70O5+qVwr2rwYnGVua8NDN3uqufXDma7TVWvXCSHiXuMnjmtbXhXExiTWdI+hHR5rLYqKTiutqq/MyMguaBsmgvyEvM/NVdurLoAfuDra2Tj7B+c3Dk9WUZVbQ49uzrh47eOr2i/Z3e9KeZnP7TnhuG4kGqGN9aYF2ZqaGRtevWfnHtwxRABjJD/NyNLUwuGXu9NT5vMQhuavBXcMA0MbKYzyNjY0MjQxMPZ7X9pAAAISeymeuNrduGhlcMXANy+jFMXLH7ysFPRX/Osr6xBFlMzPdY+IqD4rf5vpYT56lHN8+Rfe6t90bQ1UpTxzt7Zw8fFNqhwAA1OGW7BcPHicW99EAAFR8U9aTp8Gpta0drwtephShl0aknornPi72dvYuXo/TKtompauD2UFf+MpJnP+3FdzqT8Na/v5vWmtOpq+hwUUtLW1tbU0NLRMX97TOzn+997OvMP/Z7WuXtDW1tLS0tK87BkXWk/+6YO5qSr2q+ufyVbzGVhmwRc+gbyHoIy8f3SNn/CwjO0JPctee4zdjyv5qiZF7XwUYq8id0DCx9bTVU5ZX0HFIxIyCN9Emwjzi5sFNvdnu0rx7NH1yhgAAYDjBRo5H6Mz9lEhLpYPCSl5lw6A2xFBg4587JHXN7Ty9XO6oS/CJqJrENE7C04mAeUHfknjnsLDsw8Kuf/xivW2GDkfZacsoXA6OT81JcDgiyH/xfukAvtdVmffXJQfuBscUVKdclxaSvRraOTSc+/CalLCkmV9USlqYvqK47JVHb/raQs1l9kkZvohJS3xkb3DHu6qNkdvpXyfoiV3FDqqCwpceVLdVucrvOXI5sI0KAAB4NOiVPBoJgDLc8MJa/YTCGUMnO+tbZ6XltRwiqgijzbF3FLZz8ZtFNwx3Fdmf2LNBwiClsjLaXp6bWz2sEeC6Mh00jksomT5wsbl06uhhVfN0zMcvLukydYL+ORYAAGi4torHRjeE1vPwCEndcLB/5OPvcvmS7M5126SO3krJRLt3xtqbI8zMpHfuFT5x0tzd6fF9X0cd3ZP82w+cOeX4qqgTANDTlHoNBv0EsX/Q09oSjWV3ce/YvXoV5/82yT3J/TuFe0oDVPfxKZgG1eGINNJwvpcu/1ZJh5eNr1NtDu8SM35SA4g191T388vb5XYD0J92RZhb5IJX1UiplQK/gJxH2TCoD9Zft3SDslViD4kGAKUx9pb4zv3XAgrpv5P1EcwK+voXt6QkNZ/XfvSdyKPVyUHBkbkNzR0N+b5S21eKXotpH+r21BTjO+nQNgoAaLmjICRjENnaWmgkvUfaIrKbBgAAfem2h/jFXdOrQq3Udu8+ZOid3NTSgmnvIzLUjfFVgp7YlGAvuVvgZnQLmYp7/UiXZ89x96IhAAChN89Sjl9AxbuVPNqQYim25aDhizcjZBKhvzbs2uEtvJox3RRSb/3Da8e5eWXVTood3Kd8v6ifRuyIsJLZsk09AkPpLHMX/eNXMcPItgHcSH/nm6aWfoaubP5ligT9dvWn4e0AgP72dFNN7vnLueS0nrU2vr1moZJqHnucWLuC45C046sGCqmv1NOCf9VqrlM64d1/n5m1vo6Sa1askFP3r+4CI82pRmf/XAaDfiLYP+hBV4q+2IY5S3YcVzklunvLXqXbyW/Q60ZyZbDhQe4dYucN73m5OTm7215X2L1h783oorJMe6ndojcellEBaI27IyVy6mEmtjneTlzw+N3IRgAqrOX3HVR5UD4Cap9e3rtLxjb87SD3vlIvaR7+czbpnZPRfcOsoO/IuCdxUNItq+P9EG4sTE3Ob8Lhh2qinc+qndW5qH/9jp74jm0q5smdw133L0gcOf8AO0AGoM5CXujEjajWxlTdI6IXg0refkPNYYoHBIwjWnEEQubDG2pnzqnISh4/cyO2qpNMf9Z/haCnjTQGXOL9feWec6YOzs73rA1VNy9ftv9C0CAAxP4CSzn+/ap+Hf29r5wU/ly3X9PKxdnZxc3J1vSc6JaNh12LcQAAWm/2FYH5yJxles+bAACA1BZ+V34Xj8bzBhppCBNsfnbf1tX7lW84uN5/nlE9NBlj1qdK0Gs8C+8CgFxf5XGMb8X69Wf9Y/7R8GlrClOV/GPhn1KOj8paq57qyK79Y+3BKyZBKbGJsXExsTHxiemxro5qW/+YvYZPPyIbEJozjTXWLlsJg34CvoGgb425cHgr//lHr8mgI/Oe2DoOLknTlDYCAJQKP+2dm7YfuWju5eXm6uzsft/3WURqff9wVYyZ6C6xG76lBABAf87ts/Ia1y0MzyuduuJW0AUAyDc7wS+EBv2zywI8x61Da9H2Sme+61GevedtM7tYOegpQ9V2ahIyuo757W8DtK8+RHrvzrOOWT3tL88I7T7lkjEKAOiLVeTjOmwY3znU5aUldui0W3MfGYA6M1mB41dftHZUWSvzCGvfbyQAAEDNk6sCe5UDK7EtmDrsIAAA4BpCJdYskbodS9/YFQDA1wh6UmuGp+SuTUcu3nVzcXZ2dnFxcbh17sAfG456lYwR+kqt5PcKnvbr6O5Mu31kyboDFx09XZ2dnJxdPHyehCdkNw1QAY3QnOohu3Xhgl9/F7MI7iQCQOqIuCu/c9f5oKq3v2xvMgM9nO5ePXWIa+3uy4/z+yd8j/arBj0VP4YpzIuOjEourx8kkAEAhMJcZ3H+337dqv70eScAxOpKZ+k9nLw7Lgenk8F7O9eBideT3/z7Vhm34MyyQruj/L8v+onroLjKGRVVZRVlZWVlZZVTp1SUFE+fN7SLrH4DRjCZN86tgUE/Id9A0DdH6B3eevhyYA0BAEBtTrY//MeSzSLG6S1E/Jvn6gd4T5qEoJ0UtM6qtNjkui5cbaTJwW3C131KxgAAAJ//5PqeNf/7Za3g7YjSYRoA1Jybx3fvV/QqGwE1gXq82yVuB9egQd+R53yEe89Z6wyWDnoAQG9N+t1zErJnLtk4Oru5WGiqKZ6++aC6Cw8IDR4Xj0upGdk4uztbXBPYxLnxmFlRR5OXtpiwigumjwxArak0v8SFJx3DxOZ0X+3jIqoGVg6Ot04rKBreT+/B9+eG3dHQvmF3z8XDxkDtlI5fVgOe/sbslw56ysBrn/N7uY7cKHjv+CK8Dlbauk7UIKarp+ruyT18il5Y4lhjitVh7v1G0W9HmQzXZSUnF/QC2mBtpNahTQfOO4c9sORbv07VLn+I2h1ld3I7t3poHRnXU54Um1CLtnNbI85s+3W3ll/zhBv1XzXoKd390fo6m9cs3mHoWNlLAABQyopdjwv8tn7flbCEEQCozfVPFA6tXMwpae/TBP6+20woL7CT3PvrrgPXIosGsPVPz0muXLFK8p53PSABCoVMJpP/9XxLJ7wZO3HfQNBjoy5J7Th8KbDy7V18SnOCw5Hff98iohte31QT76xxTOj4aQ39a1eUjp84f9WptH/sddxtMR6xGw9L0RtkhMYX8txLV+zTSmjEAQAAKffWib1CKt7lI6D22RUBnmNWYXVvW/QFbsd27ztvm8XqQQ8AIHfXJ7546u/nHxDg9zytouuvLMV3VsaGPPH3C4hIKyvPz0lKzmwZGXxTnpNd2DhKpAEwUp2bnlPaTCADAEDf68ygJwEP/fxi8xtGaAAAMNb/Jj065JGfX0BASF4Dg/X0ZYOeRsC8dD62h0fPv5r0j//uiLWW28R3LjDvpetpwf3KHg0EQCV1pjjpSIqJnLl27fJFPQUp+VuecTVtZa7qAlsPaUR2AAD6Io0kVq+XuJucGuOssodX60UjFd+V6WmkfExO79pV/YvnVdXOG4eVtJJYq0UPcKTX3m4nNy5cIiBqn5XfQyDUB/qr7Fy74rCK96t6AAAgjTREPFDZtGPZWl51b/+K7i4CgTBYVuJ/XnYj5/I9BhaJnWOARmpLjdDm3bNyC5/ukxeNw4MUCoVM7K9KDDXTuHLB3u9V2zAYwKRcUV7+v6XchhZpMOgZxHpBT/eTsYTehsqiiobu0b9DhdJanRsbmVTePgQArft1blJ02IsXL6JSCt90j9IAGO19U15c0dSJe7sEZQRTUVJWg8Wh5z11CFNVWlbTgaOA0e7G0uLKlp4x9CQlDbdVFZfWY4cYnEX+nyIjIxl+MjYgIGAyijBF0fVkbHl5Ofpk7MqVK8f1ZCyNPNRamVfw92/buz+M9jflZha+7uhorysrrW57+8QwebihICEi/HnYi+jE7JohAoUw3FmSlphf343+nYJrzc/KLKjH9rbWFBfXd48CQCMPdzdkxEY8f/48KjatmqGhRx/CYDAiIiIMB314eDhapfv37x/Hk7E0QO0ZKPC+r3VgG88BfvHjxw/wCh9Q1PZKz+kd++vihEpoLsh107kosX33IXFxGWlpCX5RiWNy5uHBpX0Db08SGrUtP9dVXV2Me5eIxJETJ2SPHxcRPCIkfv6WW0w+FkcGAy1Zt3S4N2wVvXMvZ4z4n+WhQ35+/o4dO2DQT2mOjo7o4aiqqvrZKWpZWmxsLDrXDS8vb11d3XgWkZGRQYPew8PjSxePuSwtLdHm52d/7ysrK5ctW4YgyIoVK+id3J+1tLe3o0G/ZMmSJ0+e0Lt4VFTUnDlz0OOts/OjY64+RKEMYurL8l5lZWZmF5TUdw185BoNj8OWleZlZWVmZmblFFRjuz5sllOHBzElRblZWZlZWZmZGbkVlS3vno0iE3EdrfV19U1dPaOTM+1ISUkJGvTr1q2Dc91MUcHBwegcVVxcXDExMcwuzpdCIBCsrKzQt2QICgqOc/bKa9euoRPVSklJjX8We5bT1tamoKCAvlbl4sWLn569EoPBCAgIIAgyd+5cCwuLT3+YpSUnJ6PvaVi6dGloaCi9i+fk5Kxbtw69IPD19f0SJZwiAgICli9fjiDIxo0bv5HXj7Be0Dc0NLzroNi2bdulS5dMTEyM2IuJiYmqqiraDv3hhx9MTEzGOclUUlLSmjVrEASZMWOGqKiooaGhsbExs/dmMt28efPGjRsSEhI//vgj2hsTHBz86fnoR0dHra2t0avARYsWqamp3bx5k9n7MclMTEwuX768Y8cO9Mfv8OHDDMzT2dXVpaWlhZ5Zv//+u5aW1kcPwoSf2QAAAZ5JREFUnhs3bhgbG5u/x+Jv5v/Bgs7PfPCpTy34b6ampjdu3PhoRZmammppaa1duxY9R86ePdvW1kZvRbEi1gt6AEB8fPyuXbuQb8D3339/+vTpcTbnwV+z2KM9+2yPg4PDxsZmcPDzM860tLSoqqqy61sn/2XXrl3x8fGMzSZfUlIiKirK7D34Sg4fPpyfn89ALbEilgx6Go1WVlZmYGCwfv36+fPnL2A76E7x8vI6OTnR+wYcPB6PvlB3+fLl7Fo5HBwcx44de/78+fhn0+3s7PTy8tq/f//ChQvZr1rmz58/f/781atX6+npFRQUfPoS59Oampqsra25ubnZr5YW/FVRmzZtunXr1jjve7EHlgx6FB6Pb2xsrKqqqmZTWCyW4TN2YGCgtraWXSunpqaGsTdjtLW1MbvsX0pVVVVDQ8PIyAhjB8z7KBQKBoNh14OnqqqqqamJSJyU8Tssg4WDHoIgCBoPGPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLE5GPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLG5/wO4bITgSzIqBwAAAABJRU5ErkJggg==" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: large;"><b>Lección 1:</b></span><br />
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<div style="text-align: center;">
<span style="font-size: large;"><b>Pensar por etapas.</b></span></div>
<div style="text-align: center;">
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En esta lección entendimos que a los materiales, conocimientos y habilidades considerados antes de iniciar una tarea se les denomina insumos o elementos de entrada, y que este resultado se le denomina producto, pero el procedimiento pensar por pasos nos trata de dar a entender que cuando tengamos que realizar alguna tarea, debemos descomponer la tarea en pasos e ir analizando paso por paso a esto se le denomina pensar por pasos.<br />
<br />
<span style="font-size: large;"><b>Práctica 1:</b></span> Identifica las etapas requeridas para preparar una hamburguesa.<br />
<b>¿Cuáles son las etapas a seguir?</b><br />
<br />
- Seleccionar los ingredientes necesarios.<br />
- tener a ala mano los utensilios necesarios.<br />
- El aseo de todo lo que interviene.<br />
- Preparación.<br />
- Presentación de la hamburguesa para el comercial.<br />
- Degustar.<br />
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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-57368627691415866592012-12-19T07:18:00.003-08:002012-12-19T07:18:56.909-08:00<br />
<span style="font-size: large;"><b>Lección 19 : </b></span><br />
<br />
<div style="text-align: center;">
<b><span style="font-size: large;">Comprensión Analógica de la Lectura. Ejercicios de Consolidación. </span></b></div>
<a 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" 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" 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Estas analogías, al igual que las inferencias, tiene origen de naturaleza dual, estas pueden ser planteadas por el autor del texto o lectura y pueden ser producto de la imaginación del lector, estas analogías son introducidas por el autor, generalmente tienen un propósito de explicación, mientras que las metáforas tienen una función muy importante la cual es enriquecer o el enriquecimiento literario del texto, estas analogías son muy importantes nos sirven para proyectar ideas, transformar en pistas y estas estimulan nuestra creatividad.<br />
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<b><span style="font-size: large;">Práctica 1: </span></b>Analiza el escrito. Para ello realiza lo que se pide.<br />
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<div style="text-align: center;">
<b>Madre América</b></div>
<div style="text-align: center;">
<b>(Fragmento. De José Martí)</b></div>
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De aquella América enconada y turbia, que brotó con las espinas en la frente y las palabras como lava saliendo, junto con la sangre del pecho, por la mordaza mal rota, hemos venido a pujo de brazo, a nuestra América de hoy, heroica y trabajadora a la vez, y franca y vigilante, con Bolívar de un brazo y Herbet Spencer de otro; una América sin suspicacias pueriles ni confianzas cándidas que convida sin miedo a la fortuna de su hogar, a las razas todas porque sabe que es la América de la defensa de Buenos Aires y de la resistencia del Callao, la América del Cerro de las Campañas y de la Nueva Troya.<br />
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<b>Lee el escrito en su totalidad e identifica el tema principal</b><br />
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América <br />
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<b>Lee el escrito y apunta todas las ideas que vayas identificando.</b><br />
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- América encoronada y turbia<br />
- América de hoy, heroica y trabajadora a la vez.<br />
- Es la América de la defensa de buenos Aires.<br />
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<span style="font-size: large;"><b>Práctica 2:</b></span> Del escrito anterior realiza lo que se pide<br />
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<b>Elabora una síntesis de lo leído</b><br />
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Habla de América utiliza metáforas el autor, dice que broto con las espinas en la frente y las palabras salieron como lava, junto con la sangre en su pecho, y habla de que hemos venido a nuestra América de hoy, heroica y trabajadora a la vez con Bolívar y Herbet Spencer ellos en defensa de América .<br />
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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-60029055373418948752012-12-19T07:17:00.000-08:002012-12-19T07:17:00.077-08:00<br />
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" 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" 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<span style="font-size: large;"><b>Lección 18: </b></span><br />
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<b><span style="font-size: large;">Comprensión Analógica de la Lectura</span></b></div>
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En esta lección nos recuerda lo mismo de la lectura literal e Inferencial, pero hay algo nuevo, es la incorporación del análisis de analogías en el proceso de lectura, haciendo esto debemos incluir las analogías el cual incorpora los tres niveles de lectura los cuales son el literal, el Inferencial y el analógico.<br />
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<b><span style="font-size: large;">Práctica 1:</span></b> Lee el siguiente escrito. Aplica el procedimiento de la lectura profunda.<br />
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<b><span style="font-size: large;">Las líneas de Nazca</span></b></div>
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Uno de los mayores enigmas de la cultura del Perú fué conocido en nuestro propio tiempo y gracias al aeroplano. Pues sólo desde el aire puede el ojo humano distinguir las líneas de Nazca, el colosal diseño geométrico que nos envía su misterioso mensaje desde las profundidades del tiempo.<br />
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Las líneas de Nazca, inscritas en los Valles del sur del Perú, constituyen un misterioso telegrama acerca de la vida y muerte de la antigüedad peruana, y como las líneas del destino en una palma humana, continúan velándonos las verdades sobre esa tierra. Sin embargo, su propio enigma nos desafía a proporcionarle un sentido a una cultura que, basada en la magia y en la cosmovisión, al mismo tiempo podía proponer y renovar la relación de los seres humanos en la sociedad con semejante precisión y aún, a veces, éxito.<br />
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<b>Lee todo el texto ¿Cuál es el tema principal?</b><br />
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Las líneas de Nazca <br />
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<b>¿Qué se infiere acerca de la lectura?</b><br />
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Se infiere que las lineas son hechas por la naturaleza <br />
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<b><span style="font-size: large;">Práctica 2: </span></b>Del anterior escrito responde las siguientes preguntas<br />
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<b>¿Qué analogías puedes plantear acerca de la lectura?</b><br />
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antigüedad peruana : líneas de nazca :: líneas del destino : palma humana <br />
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<b>¿Qué se concluye acerca del primer párrafo?</b><br />
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Se dice que las líneas de Nazca es uno de los mayores enigmas del Perú, y fué conocido gracias a un aeroplano y solo pueden ser visto desde el aire..<br />
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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-84281696807140147202012-12-19T07:12:00.000-08:002012-12-19T07:14:05.521-08:00<div class="separator" style="clear: both; text-align: center;">
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" 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" 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" 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" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="font-size: large;">Lección 17:</span></b><br />
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" 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" 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" 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YWP092wUsEyfnKkLmBr0Sabye0T0HtZ1VjqeE5e8GFBVGm2me94ypqW3yO2kIL+OZ157ZbTZueMHj529ZGR44YLsge38mnZZNNAZaS3Hy6cVXAMAANWxluI8YiZBjdTip+dFDim7Z7z9DaTUPzU4Kqp2J6EyzVR2/2H1gAb0MCOUO+uI8Ync/KuRNi4w6FkAI0E/WJ8Y7BeWWjP4r56T4fqIRwGhGSWvy1++CI4tahpC/3sQkxf2OPhlcTseAADIPZVJj3zd77l6PAl+8vhxYFRWdddIa3ZkUFhiRc9fZ+hAzctAH1cndy9PV0/fJ7EVb3qpgDLwJifU39vV1fO+m+eTF+lNffTdOv6CQV/hJbN78zmfqraWvBvHDymb+Qe7XlbWdSpoHah+qrGbT9YjNi/c2UD1kplvUER0QqTdZaE1fwhZx3YRQI3lsV0Cp30b+9Gq7A66Lr6J71IyZgiP9ZFYs/GUS9nbneyL0eDfeOByZHt/6/Or+39dL2xwPywmLjY6Ji46JMD/WWLDYGvoTYlt/HrRVVO266YtykLkzy3SgU2UsY5MY0nurQckDolqBDUR8b2ZN4+u26PkFPfYRmDDDq1Hxf1D/fW5Aad2rFjBb1gyONKSd5tvxfYLAW8AACPYeJ19G3jPPB0Y7c10Udu1S9Q6vqx1sLe9NuneOVEBaYtXg5PTecPcoL+lsHv/WXcMIFW/uC0rInJUTUtD2ypnGLRl2588JKxvG+R1RZ778NV0IgAAtKfcObBxq6xNHgBdUdYnd/NqPqsC4G3Qi9x8hgGdyVePbOFRu1dHAgAAMib6yiH+E8Yv3vSkGh7bJ3b2YT06aA5f5qwjyi9qnIilo7Qw6FkA4zdjWc0XDfoTezapOJb0AtD90v7Enj/mr5JyTm4mA1D2UI2HX+5BbKaXzpGDCtf9whNfpsa4XlHgWr5F3SW7i1BjI7N7r4pnbQ/a0up4elVs6/4riQ0j1NEqF3UpSVl9z8CwiKjn/g5au/9Ytu/K804cuaf8+S01eS0zj7C4hKSEWD9Xj8j06iF8R+iNI1v5L8ZM2aAn9uQ8uqZ0xiShBQBAbggzPMi/V8k6DQ8AeajM20hZ0yqitr7oiYW2tuHdey6uzi7ONzXOy8nrhle3NVc/uyh33jmxAwAw1p3voquqZRXfTwPEvoZEr1uX9HTN7K0sb13Sv+2TUtk9WaMumRn0TTFXJddtO2FTCQCxJcVU9Bdk+gY1hzwyAA0vzcV2bDtrm5Dkc1NSWOyCk1/A4we3NY8vn7t4p7JjI64l1FxyA5eSfzkAAFRE3Ny7epemVwUAI0WPTGUF+OSv3r3v42SkfVxY+npw2SCxJeL8/s18cm9vgwN8sY0q76Y9V2Ka6SgtDHoWAIP+E8YZ9JThluJXmWVvhog0AGhDtdkx4WmVvQQAAG2opTwnpwgzMIbve1OYkRQXF5eYml5UVl2cnpxV2jBAHHlTmptb1vzXczGE9tqCrLya7mEyAIDQ11yYFBUTExOXkJhdUpSTmVlQ24HeeSV01uUkRcXExcbFxcUl59W19BAohI66wqxXVd04unuov1LQ06gEXH9Pz8AYWkDyaHdXRz+eBgCgUYnD/d09g3gaAADf01hTWVFV09g+OIbH97e3dI/giaTR/u7eoTEKAIBGIQz39fQOvBtHT+3H1laWl1fXNfVP6iyKTAx68mBjauj9h+GvumgAUPorE33uOPqlNxIBAP2YrCBf7+iSHuJIU9qju9ev3rSwc3scmRnzxPe+d2DFQH9Nzgsf76iKbgAA6KnPeOzlH1fUCQAA5NHG7FAny+tGRtes3Pwz3uBoAJD7amOf+DyKKOl9O/q5MzfmkU9ASuMQHaWFQc8CYNB/wjiDntV9paBnNUwM+nGjkfCjY4S/hhnTKJ9/iIxMGB0dY+iJw/8Eg54FvP9kLJvNxfEvDAT9N/Jk7Fd6YIrVTPyBKbRKGXhgirXAoGcBE5sCgZVER0dzcnIiDE2B4O/v/6WLx0QUCuXrTIHAWlpaWt5NgcDAXDfvB/3QED1dIazm3RQI69evh1MgTFH379//8ccfEQQRFxdn7/M2KCho6dKlCILw8vLW1dWNZxE1NbVp06YhCGJkZMTGv4IUCsXQ0BCdXF5DQ+Ozk5qtX78eQZCFCxfGxMR8tUJ+fY2NjQICAgijk5olJyejfVxcXFzFxcVfooRTRGZm5saNGxE4qdlUlpGRsWXLFgRBfvjhh8uXLxcXF79+/bqWvdTX1ycmJkpISKCNVnl5+ba2tvFUjru7OzoB4cqVKz08PKqqqurr65m9N5Oprq6upqbG399/8+bNCILMnj3b2tr609MUd3V1qaqqIggybdo0ISGhpKQkZu/E5Hv9+nVxcbGhoSH67TM2V1dNTY2wsDCCILNmzVJQUMjJyWGzg6e2trahoSE7O/vMmTPff/89giCCgoLl5eX0VhQrYr2gHx0dNTMzQ1+P8N133y1atIiDg2MJe+Hg4Jg3bx7aCcPFxRURETHO98c2NzfLyMigC37//ffoqpi9N5MJ3R10nmoEQaSkpCoqPjPTIZVKTUxMRGcqRhBk3rx5zN6JycfBwbFo0SL0Eufnn382Nzdn4IWCRCLR19f33YvbFixYwGYHz5IlSzg4OBYsWIDu4PLly728vNj4wvd9rBf0AICOjg4rKysuLi6Erc2cOVNQUDA4OJiuY7GsrExDQ4ODg4PZxf+yFixYoKSklJubO546IZFIL168EBISQttxbGzt2rVmZmbjvP770PDw8IMHD3h4eNAOQDbGzc3t7u7+xQYXTTksGfSogoICa2trfX39a2zKw8ODrvdfvzM6OhoTE2NiYsKulWNkZBQSEkJvoxWLxfr4+BgYGDC7+F+Evr6+paVlVlbWxN8pVlNT4+TkxK4Hj76+vr29fWlp6ecrgo2wcNBDEARB4wGDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNseeQU+j0chk8ujoKA6CIOgDo6OjJBKJSqUyO6u+ErYK+r6+vvr6+tjYWHd39zt37ly4cOHs2bPnIQiC3nPu3DltbW0zMzNnZ+fw8PDq6uru7u5xvtuHRbFD0OPx+NzcXGdnZ1lZ2S1btnBwcMydOxd9zTEEQdB/mTNnzuLFizdu3CglJWVtbZ2SktLT08PsPPsiWDvoR0ZG0tLSrly5snr16tmzZ7/7/hYsWLB69ert27fv2bNHWFhYEoIgSFJSSkpKVFSUl5d3+/btGzZseP9FbDNmzPj111/l5OSCg4O7urqYnW2TjIWDvqys7NKlSytXrnz3PXFzc6uoqJiZmQUGBmZkZFRUVDQ1NfX09AxCEAQNDg4NDfX3979586aioiIvL+/FixeWlpZqamo8PDyzZs1Ck+SXX345efJkSkoKO3XmsGTQj42NPXnyZM+ePegXM3v2bGFhYUdHx9LSUgKBwOzSQRDESshkclVVlYuLy5EjR3766Sc0VdasWWNnZ9fR0cHs0k0O1gv63t5eU1PTxYsXo98HNze3i4tLc3Mzs8sFQRBra29v9/PzO3DgAPpu9Dlz5pw6daq2tpbZ5ZoELBb0/f39BgYGc+bMQb8GeXn5/Px8ZhcKgiD20djYePny5UWLFqFNyZMnTzY0NDC7UBPFSkGPw+HMzMx++OEHtB/N2Ni4t7eX2YWCIIjd4HC4Bw8erFq1CkGQ6dOnq6ioYDAYZhdqQlgp6AMCAtC75D///LOxsfHQ0BCzSwRBEHuiUqne3t6//fYbmvUGBgYjIyMTWeHg4GBlZWVmZmbyuGVnZ1dXVw8PD098d1gm6IuLi3l5eREEmTlz5uXLlwcHB5ldIgiC2BmFQnFwcJg3bx6CIL/99ltoaChj6xkZGQkNDT179uzWrVt/+umnGeO2YMECbm5udXX1iIgIHA43kX1hjaAfGRm5dOnSd999hyCIlJQUG3SZQRA09fX29p4+fRrtrJeVlcVisfSuYXBw0MzM7H//+99EHuzi4OBwcnIaGxtjeEdYI+jj4+PXr1+PIMjKlSvDw8OZXRwIgr4VL1++3LhxI/oYZkBAAF3L4vH4+/fvo0MEf/jhB3FxcXNzc3d3d29v7wef4+7ubmFhISwsPHfuXDT6QkJCSCQSY3vBGkFvamqKTmmgqqra39/P7OJAEPStIJFI+vr6aMtaW1ubrp56DAYjKyuLDhHU0tJqbGykd+sYDEZVVXXGjBkIgmhoaAwMDNC7BhQLBD0Gg5GUlERH2nh6ejK7OBAEfVtCQ0PRu7I8PDzZ2dnjX7CoqIiHhwdBEE5OzoSEBMa27uLigg41VFFR6e7uZmwlEwp6CoWCxWJLS0uzs7MzMjIyPycjI+PVq1dVVVV0DYuMj4/n4uJCazknJ2ciBYYgCKJXY2OjhIQEgiCLFy/28/Mb/4K5ubnbt29HEGTdunUZGRmMbd3Z2RkNelVVVSYEfVlZmampqZCQECcn59y5c2fNmjX7c2bOnPnzzz+vX79eWlr6/v37bW1t49nQ48ePly1bhiDI0aNHGbj2gSAImoixsbFz584hCDJr1qx79+6Nf8G8vDxubm4EQdauXZuWlsbY1p2cnJgW9PHx8Tt37pzIfeTvv//+1KlTTU1Nn92WnZ0d+iismpoa7KCHIOjru3LlChpcpqam41+KtYO+uLj44MGD6G5v3LjxwoULtra2bm5urp/k5ubm4uJiY2OjqKiIPl48c+bM69evf3YCaFNTU3RbhoaG384bYSAImjpu376NToBjYGAw/qVYOOgpFIqzs/OPP/6IIMju3bvj4uLoHfEzPDzs6OiI9sZs3br1s93uZmZmaBXfunWL3tJCEARN3N27d2fOnIk2N8e/FAsHPR6Pv3jxItrEvn79OmNbLSkpQW9Gr1mzJikp6dMftrCwQB+VMjExYWxzEARBE2FjY4OOcfxWgn50dFRTUxMNemtra8a2WlRUtHv3bnT/k5OTP/1hGPQQBDHXtxj02traaNBbWVkxttWCgoJdu3aho45g0EMQNMXBoGcEDHoIglgIDHpGwKCHIIiFwKBnBAx6CIJYCAx6RsCghyCIhcCgZwQMegiCWAgMekbAoIcgiIXAoGcEDHoIgljI5AU9DQAyALTxr4T5QW9jY8PYVmHQQxDEQiYr6ClkIiYvZrClHAAAAPWf/2h//fsHGPQQBEFfw2QFPZFEsjG46aavWBNrVxR2pzDsTmGYZUGoRW6gUWtl6kDH666GAvzIP17XAYMegiDoa5isoKcB4PM8X1TiwiH+4yKCCmJCp8SE1YQFFXdvl3j4ICg3pzj8eXwrtuP9lcCghyAI+hom8WbsCAWkNYw+yusOK+mLLmqNy2uIKsY+K+ypaBtrGyDUdY4N4ynvrwQGPQRB0NfwJUbdjLZmFT7Wf+mgUvzs+sibJADGProSGPQQBEFfw2QHPa2lMNbsnOLufSc28svw8cncUFOpy34OqB95t8cUDfpBAGpIoIUIiFQwBsDox1YCgx6CIBYyuUFPJuJdbE11LD09X762cPPziCs3dH3q7Gg10NX64UqmStBTqAD9GaIBkF47eN42SvC01XXHkKb2vpdFr/2SintGCP9aCQx6CIJYyOQG/ejoqJmlTXRCfFdHi6eLY9vr4pcvQ+/Y332DwX64kqkS9IW1bSYBmRk1XUXNQ0oX7S9IiBgf5zuvolxUVv4q7sUp+fP+L7JI/7i7AIMegiBWMrlBTyCS7ey9fWxty/Nz7G1u+95QtLh4xvlhSB+O+OFKpkrQV5TmKysp3rR0c/B8bKirSGhOqy58ecNQPz8/d2yw48a1yxaWd0dG/tGFA4MegiAWMrlBTwMgvRTj8yyhsLTW0s57j4CCjsWjYuzwR5+XnSpBTyMN9uQ9qo/3cbW1VL98vaCLlFJSdcnwRkJuQUZT3ymdy672t/GjI++vBAY9BEEsZNJH3VBohEe98OsAACAASURBVIbqlKa8sPzq16GVDQ29Hf+1kqkS9O80liUaaSkeVTWRuWDHJ6F49ILNiTM3r6ker80JB7R/9N3AoIcgiIVMctDTqHVZz03OndCSkcx5fr848WmUl0V7VQ4A1A9XMuWCHgBCX3nEEyPl6/Kil04IXFYQe2R+vq8k/MOhNzDoIQhiIZMb9CTCmN0dM9WbblrOsYZG5t4B8Veu3w1wscYPfSTHp1zQkwHoooHBASyxo6C2MtnrWaB7XFrlEPHDjicY9BAEsZDJDfoxPOGO44PY1ETsQJu9h1txTXV0SoK9/Z0WzJsPVzLlgj69Cqt992lCeikBANP70fsEpY8LS1w0ccutbv9X1sOghyCIhUzyOHoq7fGz53d1Tz6zPn1DRzrATNHu+kmLu7bYzr4PVzK1gp5Modk4eCseO9ZWm1dYh5U+Ied1Q6ku0uHKubM29/xwY/8YNgSDHoIgFjLJo25o1PtO7mvXCHLzyAkcUt+y58SBk9ceJZSOUT6ykqkV9CQy6e4dC50rlzJbhzVtHksfl35TlduBI1w0NLaytBgdgaNuIAhiVZPcoqdQYvIr3BILIyraEus6n1e253TiPjqJAJhqQQ9o1IyoR2oKSnuP6B0ROBhirUvD90YmvtI6czYhxJdK/sccDjDoIQhiIZMb9BQqra4yLT/CvDzSrDLWqjLmdkWkaVtlPIX870kEwJQLegAo+M7qZM8nFkoJz+zbB9pHAKguTSpL9sAPYv61Ehj0EASxkMkNeiqVGuD3XEzojKiQmrT0xX27ZbZxcrnb2RPwrBD0AID2MaJPcsEFx+Czd4L1nKO8ksubRz4y9yYMegiCWMikPxlbiR0NzesLy+uLLhvxzWg/Zejh4vJgZKDnw5VMuaAvweLVb4dJiiuaqB65pyd9U1lKSlTpkkNkTS8BjrqBIIh1fYn56N+XmJLo4WSPbX7z4Z+mVtCTqVQn3xA1BemCEGtC6ytKb/lYS07W0zsXzim6Pno+RoRPxkIQxKomfT56fHfNYE3UYG30yOukweoYb0t1y1vGzW1dH65kagU9iUS8ffv2uYuX+4l/j6RsG+jTvmZoYW6Bg6NuIAhiWZPeRx/k7atwQFjhoPA5CalTIqKHj53xfJ4+SpryUyDQaNTUUC+545Jqd0IfFg6GN+B9C/rVLJ4qnpBJC/WEo24gCGJdkxz0NFpcHuaaR9ZV90wjr2xjv8Kggs5O/Ecnr5xiQQ8AACOtWfcNz4vsPCJy4thxzSOHjp8T2ZXqZUAbbvnXSmDQQxDEQiZ/9koAiH/9I39yJVMl6GkAUACgAEADgAYIvc2JNZluFYkutdluQ81xgNL/4Upg0EMQxEK+9M3YT5gqQd/aN+oUX6PrX2AcUmocVmEWVWkRVWEeUWYZV+GT31o1QPuw2wkGPQRBLAQGPWiqr7murnJk18ZThw8oi+1XFj+gLH5A5fCBs4cPyQgdPXv1XkZNK/WfvU8w6CEIYiEw6AF5rG+wPqan6GFfRVBf+TP032BVCAkTVxfrcUFFycrBCzf2jye+YNBDEMRCYNB/3AANxPaAS8/KDhxVdXe4TSLAd8ZCEMSqYNB/XFVZzVlFPVHu3T43lfqbsgD4R98NDHoIglgIDPqPI/ZhB/IejZY/AmON/0p5AIMegiCWAoOeETDoIQhiITDoGQGDHoIgFvJNB72VlRVjW4VBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAuBQc8IGPQQBLEQGPSMgEEPQRALgUHPCBj0EASxEBj0jIBBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAthLOhzc3O3b9+OBl1GRgZjm3Z2dv7xxx9h0EMQBH1ZjAV9cXExDw8PgiCcnJwxMTGMbdrV1RVt0auoqHR1dTG2Ehj0EARBn8FY0Dc3N8vJySEIMnPmTBUVlcbGRjKd6urq5OXl0QDU1tYeGBhgrPww6CEIgj6DsaCnUCiPHj1avnw5giCzZ8/m4eGRkJA4PG4SEhI7duyYPXs22ssfFhZGpX74YtZxgUEPQRD0GYwFPQBgYGDAzs5u9erVyASsXbvW09MTh8MxXH4Y9BAEQZ/BcNADAAgEQkZGhpaWlrCw8MGDB4XG7eDBg8LCwhcuXMjKyiISiRMpPyNBr6mpiQa9tbU1Y1stKipC71HAoIcgaOqbSNCj8Hh8D0PGxsYmXn66gx6Px1+6dAkNeob3uaSkBA361atXJyQkfPrDMOghCGKuiQc9c9Ed9BQK5d0Afm5u7vj4+JGRERw9+vr67O3tlyxZgiDIli1bsrOzP73Fd0FvamrK4F5CEARNwN27d7+toAcAlJaWCgsLo436DRs2yMrKysnJnRwfBQUFcXHxpUuXIggyffp0fX39np6eT2/O3Nx82rRpMOghCGIWa2trNOgNDAyYXRZGMBL0VCo1Li5OQEAA3XPGzJ8//8yZM/X19Z/d3O3bt9EWvZ6e3gTvSEAQBDHA0NBwgv3VzMVI0KPq6+stLCyEhYX5+fn30YOfn//YsWO+vr7jfMrL3d19/vz5CIIoKysz/GAYBEEQYygUio6ODhr0FhYWzC4OIxgPegAAmUzu6upqbW1to0dra2tfX9/4txIUFMTJyYkgyNGjRxsaGiZSYAiCIHoNDg6ePn0aQZDvv//eycmJ2cVhxISC/utITk7evHkzgiBbt25NTU1ldnEgCPq2VFZWCgkJIQiybNmyp0+fMrs4jGCBoG9ra5OWlkYQZNasWfb29swuDgRB35aAgAB0lKCgoGBZWRmzi8MIFgh6AICNjQ064YOMjEx7ezuziwNB0LdibGxMXV0d7aC/du0agUBgdokYwRpBn5mZic7f/8svv3h4eDA8sw8EQRBdQkJC0HuEv/76a2hoKLOLwyDWCHoCgWBgYICOpufm5s7KymJ2iSAIYn9YLFZCQgJtzispKWGxWGaXiEGsEfQAgJKSkv3796M1rqio2NrayuwSQRDEznA4nLGx8dy5cxEE2bx5M8PvApwKWCboAQAhISHLli1DBzlduHABdtZDEPSF4PF4Ozs7Dg4OBEFmz55ta2tLoVCYXSjGsVLQ43A4BweHhQsXIggyd+5cTU1NDAbD7EJBEMRuBgcH7969u3jxYnSw34ULF9ra2phdqAlhpaAHAOBwODs7u//973/oFyAuLh4XF0cikZhdLgiC2ERRUdGZM2d+/vlntC2vra3NBg/ks1jQAwDweLyDgwN6HxxBkOXLl1+9erWoqAhOgwNBEMNoNFpdXZ2Njc2mTZvQbFmwYIG+vn5nZyezizYJWC/oAQAUCiUhIeHIkSPTp09Hv5JVq1ZpamomJydjsdjh4WFmFxCCINYwOjra0dGRm5trZGTExcWFDu1DEGTHjh2PHz/G4/HMLuDkYMmgR2EwGFNTUy4urvdnxNy2bZuampqbm1t0dHRycnJaWlpJSUllZWU5BEHfvIqKirKyspycnJcvX8bFxXl5eWlra+/ZswftDUb99ttvWlpaJSUlzE64ycTCQY8qLy+3sLDg5+dH34XyzrRp07777ru5c+euWrVqw4YNayEI+uatW7du9erVCxcunDVrFjr5+TuzZ8/etm3blStXMjMzWfTx109g+aBHvXnzJjAw8MaNG0ePHl2/fv2CBQveXYJBEAR91C+//LJ27VoxMTF9fX1/f//q6moymczsMPsi2CTo3+nu7s7Ly4uLiwsKCnr48KEPBEHQxzx58iQ2NjY3N5fVh06OB7sFPQRBEPQvMOghCILYHAx6CIIgNgeDHoIgiM2xcNAPDg5mZmY+ePDA0tLyFnuxs7MLDAwsLS1leHYHLBYbExPj4uJibm7O7L2ZTGZmZi4uLhEREW/evGGgWioqKp49e2Zra8vs/ZhklpaW3t7eaWlp/f39jB0w78Pj8fn5+QEBAVZWVszes8lkampqbW3t5+eXm5uLw+EmXlEshCWDnkajJSYmKisrr127Fn3zFPuZN2/ejh07rl69WllZSVfl4HA4b2/vw4cPL1u2jF3HmHJwcAgJCTk5OXV3d4+zWhoaGgwMDHbv3v3LL78wu/hfxIwZM1avXi0vLx8VFTWReRYLCgo0NDQ2b978rwdT2MacOXO4uLjU1dW/qddasF7QU6nUiIiIdw/Ezp49e+HChRxsZMmSJQsWLHh3XMrIyNTX14+zcvB4vJWVFTrBJ4IgP/zww+LFi5cuXcrsfZo0S5YsQWebQhBk3rx5JiYmn53xgkajNTY2oq8dRhDku+++mzdvHrP3Y5ItWrToXYuHi4srPDycgayn0Wh5eXn8/PzoembMmLFgwQJm79mkQc+ChQsXzpgxA93Bffv25eTk0FtLLIr1gr66uvrQoUMIgkyfPl1AQMDd3T0lJSWbjWRmZiYmJpqamv7555/oL5mBgcHAwMB4KiciImLlypVoxCsqKgYGBqanp+fk5DB7nyZNRkZGeHj4mTNn0N/CZcuWPX78+NOvlhwaGjIxMUEfg/ztt99u3rwZHR2dlZXF7F2ZTKmpqQ8ePBAUFJw1axaCIEJCQhUVFfSeWa2tradPn0YQZNq0aZs2bbK1tU1ISGD2nk0a9CxISUm5d+8eNzf3tGnTpk2bxtIvjaIL6wX906dP0Xmid+7cmZqayuzifClEItHJyQmdgmP//v0NDQ3jWery5ctog0VJSamxsfFLF5JZuru7z507h2a3np7epx9Yb2pq4uXlRRDkxx9/dHJyGh0d/Wrl/Mqys7O3b9+OIAgHB0dISAi9i2dlZf3xxx/oz2FQUBBLv2fj00JCQn7//Xf06icjI4PZxfkaWC/o7927h57hp0+fZuOTFgAQFxeHzsbMx8c3zt6b48ePo5elXl5eX7p4zHXnzh30J01TU/PTUwxWVlYuXboUQZAVK1ZUV1d/tRJ+fR0dHWJiYgiCLFmyJDAwkN7Fo6Ki0P4fXl7e8d/8YEUlJSU7d+5EEGT9+vUvX75kdnG+BtYLeltbWzTLNDQ0JjKJKIlEIlNoDC1KJRMJRBKZytjS4xYREbFixQoEQfbu3TvOoJeUlEQrx9/ff+IFoJEJuJHh4ZHRqTb9B5lMtrCwQCep1tbW/vRhUFFRgd604OTkZGysziShUcgkAoHE4EE3DhgMBu3V5ODgePr0Kb2LR0REoFUqICAwNDRE9+apY2O9mMbamobWgaHJPGLIRFwHtq62trGrG/fJTrpxy8vL4+bmRhBkw4YNLP0m2PFjvaC3s7NDs0xdXX1cLfqh2rgnno9jy7v+ejEJueNVwF0DA+vHpS0fv4/XU5Ps7xWQVNzx8cOVik0L8Q14kd/+hQdoMRD0UlJSaOU8fPhwYhun9Tdme7tZm5ubWZgbW/tGl/1HXX2g52WgV0BUyRBhUk7JjyOTyebm5uMPerSvj5OTk+7uLBq59dVzZxv7uPrBv7c+2poR6uMbVtBD1xSH5OHa7LAH3tFVX6ytPMGgj4yMRC+S9u3bN857Qv9AKM73kDm0Yd3eC6ERrXQv/d+6MZnGGlvXbRS6bZ89OimzSsKgZwH0Bj0NE6a+/4+95x6WjQAAAKE1zVRpx9LfefVso5p6xz66SEXQZZ41fHruBf9xVA1W5aZlFDT2f+F3EjAv6ElNSQ8vnZS5bu8eEh4ZHR5grim9V1onpqSL/K41SqN+rAeXRiFVGIpzC6n7tg5SPvFRGm1Cl0NfK+hppN5aN+WjGxYtErEMb/9r58e6s40Ob9wi5VA9+OnF/4XYVpuX8rIYO/ylmvTMDvr8bAehnUsWbTz9OLiZ7qX/W1djyiXFFQt/5Ta0SMNNyjkHg54F0N2ib4m6JLHjyNXgJgAGKp9oHd70O5+qVwr2rwYnGVua8NDN3uqufXDma7TVWvXCSHiXuMnjmtbXhXExiTWdI+hHR5rLYqKTiutqq/MyMguaBsmgvyEvM/NVdurLoAfuDra2Tj7B+c3Dk9WUZVbQ49uzrh47eOr2i/Z3e9KeZnP7TnhuG4kGqGN9aYF2ZqaGRtevWfnHtwxRABjJD/NyNLUwuGXu9NT5vMQhuavBXcMA0MbKYzyNjY0MjQxMPZ7X9pAAAISeymeuNrduGhlcMXANy+jFMXLH7ysFPRX/Osr6xBFlMzPdY+IqD4rf5vpYT56lHN8+Rfe6t90bQ1UpTxzt7Zw8fFNqhwAA1OGW7BcPHicW99EAAFR8U9aTp8Gpta0drwtephShl0aknornPi72dvYuXo/TKtompauD2UFf+MpJnP+3FdzqT8Na/v5vWmtOpq+hwUUtLW1tbU0NLRMX97TOzn+997OvMP/Z7WuXtDW1tLS0tK87BkXWk/+6YO5qSr2q+ufyVbzGVhmwRc+gbyHoIy8f3SNn/CwjO0JPctee4zdjyv5qiZF7XwUYq8id0DCx9bTVU5ZX0HFIxIyCN9Emwjzi5sFNvdnu0rx7NH1yhgAAYDjBRo5H6Mz9lEhLpYPCSl5lw6A2xFBg4587JHXN7Ty9XO6oS/CJqJrENE7C04mAeUHfknjnsLDsw8Kuf/xivW2GDkfZacsoXA6OT81JcDgiyH/xfukAvtdVmffXJQfuBscUVKdclxaSvRraOTSc+/CalLCkmV9USlqYvqK47JVHb/raQs1l9kkZvohJS3xkb3DHu6qNkdvpXyfoiV3FDqqCwpceVLdVucrvOXI5sI0KAAB4NOiVPBoJgDLc8MJa/YTCGUMnO+tbZ6XltRwiqgijzbF3FLZz8ZtFNwx3Fdmf2LNBwiClsjLaXp6bWz2sEeC6Mh00jksomT5wsbl06uhhVfN0zMcvLukydYL+ORYAAGi4torHRjeE1vPwCEndcLB/5OPvcvmS7M5126SO3krJRLt3xtqbI8zMpHfuFT5x0tzd6fF9X0cd3ZP82w+cOeX4qqgTANDTlHoNBv0EsX/Q09oSjWV3ce/YvXoV5/82yT3J/TuFe0oDVPfxKZgG1eGINNJwvpcu/1ZJh5eNr1NtDu8SM35SA4g191T388vb5XYD0J92RZhb5IJX1UiplQK/gJxH2TCoD9Zft3SDslViD4kGAKUx9pb4zv3XAgrpv5P1EcwK+voXt6QkNZ/XfvSdyKPVyUHBkbkNzR0N+b5S21eKXotpH+r21BTjO+nQNgoAaLmjICRjENnaWmgkvUfaIrKbBgAAfem2h/jFXdOrQq3Udu8+ZOid3NTSgmnvIzLUjfFVgp7YlGAvuVvgZnQLmYp7/UiXZ89x96IhAAChN89Sjl9AxbuVPNqQYim25aDhizcjZBKhvzbs2uEtvJox3RRSb/3Da8e5eWXVTood3Kd8v6ifRuyIsJLZsk09AkPpLHMX/eNXMcPItgHcSH/nm6aWfoaubP5ligT9dvWn4e0AgP72dFNN7vnLueS0nrU2vr1moZJqHnucWLuC45C046sGCqmv1NOCf9VqrlM64d1/n5m1vo6Sa1askFP3r+4CI82pRmf/XAaDfiLYP+hBV4q+2IY5S3YcVzklunvLXqXbyW/Q60ZyZbDhQe4dYucN73m5OTm7215X2L1h783oorJMe6ndojcellEBaI27IyVy6mEmtjneTlzw+N3IRgAqrOX3HVR5UD4Cap9e3rtLxjb87SD3vlIvaR7+czbpnZPRfcOsoO/IuCdxUNItq+P9EG4sTE3Ob8Lhh2qinc+qndW5qH/9jp74jm0q5smdw133L0gcOf8AO0AGoM5CXujEjajWxlTdI6IXg0refkPNYYoHBIwjWnEEQubDG2pnzqnISh4/cyO2qpNMf9Z/haCnjTQGXOL9feWec6YOzs73rA1VNy9ftv9C0CAAxP4CSzn+/ap+Hf29r5wU/ly3X9PKxdnZxc3J1vSc6JaNh12LcQAAWm/2FYH5yJxles+bAACA1BZ+V34Xj8bzBhppCBNsfnbf1tX7lW84uN5/nlE9NBlj1qdK0Gs8C+8CgFxf5XGMb8X69Wf9Y/7R8GlrClOV/GPhn1KOj8paq57qyK79Y+3BKyZBKbGJsXExsTHxiemxro5qW/+YvYZPPyIbEJozjTXWLlsJg34CvoGgb425cHgr//lHr8mgI/Oe2DoOLknTlDYCAJQKP+2dm7YfuWju5eXm6uzsft/3WURqff9wVYyZ6C6xG76lBABAf87ts/Ia1y0MzyuduuJW0AUAyDc7wS+EBv2zywI8x61Da9H2Sme+61GevedtM7tYOegpQ9V2ahIyuo757W8DtK8+RHrvzrOOWT3tL88I7T7lkjEKAOiLVeTjOmwY3znU5aUldui0W3MfGYA6M1mB41dftHZUWSvzCGvfbyQAAEDNk6sCe5UDK7EtmDrsIAAA4BpCJdYskbodS9/YFQDA1wh6UmuGp+SuTUcu3nVzcXZ2dnFxcbh17sAfG456lYwR+kqt5PcKnvbr6O5Mu31kyboDFx09XZ2dnJxdPHyehCdkNw1QAY3QnOohu3Xhgl9/F7MI7iQCQOqIuCu/c9f5oKq3v2xvMgM9nO5ePXWIa+3uy4/z+yd8j/arBj0VP4YpzIuOjEourx8kkAEAhMJcZ3H+337dqv70eScAxOpKZ+k9nLw7Lgenk8F7O9eBideT3/z7Vhm34MyyQruj/L8v+onroLjKGRVVZRVlZWVlZZVTp1SUFE+fN7SLrH4DRjCZN86tgUE/Id9A0DdH6B3eevhyYA0BAEBtTrY//MeSzSLG6S1E/Jvn6gd4T5qEoJ0UtM6qtNjkui5cbaTJwW3C131KxgAAAJ//5PqeNf/7Za3g7YjSYRoA1Jybx3fvV/QqGwE1gXq82yVuB9egQd+R53yEe89Z6wyWDnoAQG9N+t1zErJnLtk4Oru5WGiqKZ6++aC6Cw8IDR4Xj0upGdk4uztbXBPYxLnxmFlRR5OXtpiwigumjwxArak0v8SFJx3DxOZ0X+3jIqoGVg6Ot04rKBreT+/B9+eG3dHQvmF3z8XDxkDtlI5fVgOe/sbslw56ysBrn/N7uY7cKHjv+CK8Dlbauk7UIKarp+ruyT18il5Y4lhjitVh7v1G0W9HmQzXZSUnF/QC2mBtpNahTQfOO4c9sORbv07VLn+I2h1ld3I7t3poHRnXU54Um1CLtnNbI85s+3W3ll/zhBv1XzXoKd390fo6m9cs3mHoWNlLAABQyopdjwv8tn7flbCEEQCozfVPFA6tXMwpae/TBP6+20woL7CT3PvrrgPXIosGsPVPz0muXLFK8p53PSABCoVMJpP/9XxLJ7wZO3HfQNBjoy5J7Th8KbDy7V18SnOCw5Hff98iohte31QT76xxTOj4aQ39a1eUjp84f9WptH/sddxtMR6xGw9L0RtkhMYX8txLV+zTSmjEAQAAKffWib1CKt7lI6D22RUBnmNWYXVvW/QFbsd27ztvm8XqQQ8AIHfXJ7546u/nHxDg9zytouuvLMV3VsaGPPH3C4hIKyvPz0lKzmwZGXxTnpNd2DhKpAEwUp2bnlPaTCADAEDf68ygJwEP/fxi8xtGaAAAMNb/Jj065JGfX0BASF4Dg/X0ZYOeRsC8dD62h0fPv5r0j//uiLWW28R3LjDvpetpwf3KHg0EQCV1pjjpSIqJnLl27fJFPQUp+VuecTVtZa7qAlsPaUR2AAD6Io0kVq+XuJucGuOssodX60UjFd+V6WmkfExO79pV/YvnVdXOG4eVtJJYq0UPcKTX3m4nNy5cIiBqn5XfQyDUB/qr7Fy74rCK96t6AAAgjTREPFDZtGPZWl51b/+K7i4CgTBYVuJ/XnYj5/I9BhaJnWOARmpLjdDm3bNyC5/ukxeNw4MUCoVM7K9KDDXTuHLB3u9V2zAYwKRcUV7+v6XchhZpMOgZxHpBT/eTsYTehsqiiobu0b9DhdJanRsbmVTePgQArft1blJ02IsXL6JSCt90j9IAGO19U15c0dSJe7sEZQRTUVJWg8Wh5z11CFNVWlbTgaOA0e7G0uLKlp4x9CQlDbdVFZfWY4cYnEX+nyIjIxl+MjYgIGAyijBF0fVkbHl5Ofpk7MqVK8f1ZCyNPNRamVfw92/buz+M9jflZha+7uhorysrrW57+8QwebihICEi/HnYi+jE7JohAoUw3FmSlphf343+nYJrzc/KLKjH9rbWFBfXd48CQCMPdzdkxEY8f/48KjatmqGhRx/CYDAiIiIMB314eDhapfv37x/Hk7E0QO0ZKPC+r3VgG88BfvHjxw/wCh9Q1PZKz+kd++vihEpoLsh107kosX33IXFxGWlpCX5RiWNy5uHBpX0Db08SGrUtP9dVXV2Me5eIxJETJ2SPHxcRPCIkfv6WW0w+FkcGAy1Zt3S4N2wVvXMvZ4z4n+WhQ35+/o4dO2DQT2mOjo7o4aiqqvrZKWpZWmxsLDrXDS8vb11d3XgWkZGRQYPew8PjSxePuSwtLdHm52d/7ysrK5ctW4YgyIoVK+id3J+1tLe3o0G/ZMmSJ0+e0Lt4VFTUnDlz0OOts/OjY64+RKEMYurL8l5lZWZmF5TUdw185BoNj8OWleZlZWVmZmblFFRjuz5sllOHBzElRblZWZlZWZmZGbkVlS3vno0iE3EdrfV19U1dPaOTM+1ISUkJGvTr1q2Dc91MUcHBwegcVVxcXDExMcwuzpdCIBCsrKzQt2QICgqOc/bKa9euoRPVSklJjX8We5bT1tamoKCAvlbl4sWLn569EoPBCAgIIAgyd+5cCwuLT3+YpSUnJ6PvaVi6dGloaCi9i+fk5Kxbtw69IPD19f0SJZwiAgICli9fjiDIxo0bv5HXj7Be0Dc0NLzroNi2bdulS5dMTEyM2IuJiYmqqiraDv3hhx9MTEzGOclUUlLSmjVrEASZMWOGqKiooaGhsbExs/dmMt28efPGjRsSEhI//vgj2hsTHBz86fnoR0dHra2t0avARYsWqamp3bx5k9n7MclMTEwuX768Y8cO9Mfv8OHDDMzT2dXVpaWlhZ5Zv//+u5aW1kcPwoSf2QAAAZ5JREFUnhs3bhgbG5u/x+Jv5v/Bgs7PfPCpTy34b6ampjdu3PhoRZmammppaa1duxY9R86ePdvW1kZvRbEi1gt6AEB8fPyuXbuQb8D3339/+vTpcTbnwV+z2KM9+2yPg4PDxsZmcPDzM860tLSoqqqy61sn/2XXrl3x8fGMzSZfUlIiKirK7D34Sg4fPpyfn89ALbEilgx6Go1WVlZmYGCwfv36+fPnL2A76E7x8vI6OTnR+wYcPB6PvlB3+fLl7Fo5HBwcx44de/78+fhn0+3s7PTy8tq/f//ChQvZr1rmz58/f/781atX6+npFRQUfPoS59Oampqsra25ubnZr5YW/FVRmzZtunXr1jjve7EHlgx6FB6Pb2xsrKqqqmZTWCyW4TN2YGCgtraWXSunpqaGsTdjtLW1MbvsX0pVVVVDQ8PIyAhjB8z7KBQKBoNh14OnqqqqqamJSJyU8Tssg4WDHoIgCBoPGPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLE5GPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLG5/wO4bITgSzIqBwAAAABJRU5ErkJggg==" imageanchor="1" style="clear: right; color: white; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="font-size: large;"> Las Analogías y las Metáforas</span></b></div>
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En esta lección vimos un nuevo proceso que nos ayudó a profundizar la comprensión lectora, recordemos que las analogías tienen dos relaciones de primer orden las cuales se conectan mediante una relación de relaciones, o vinculo de segundo orden, la cual llamamos analogías, las metáforas son figuras literarias del lenguaje que contienen ideas implícitas, las cuales debemos descifrar, recordemos siempre que Toda metáfora lleva implícita una analogía.<br />
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<b><span style="font-size: large;">Práctica 1: </span></b>A continuación se presenta una serie de analogías verbales incompletas, completar y señalas la respuesta correcta.<br />
<br />
1.1. Televisión : imagen :: radio : ? 1.2. Libro : palabra :: Partitura : ?<br />
<br />
a) sonido a) pentagrama <br />
b) locutor b) ritmo<br />
c) palabras c) notas<br />
d) ritmo d) letras<br />
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<b><span style="font-size: large;">Práctica 2:</span></b> Elabora dos analogías y dos metáforas de tu propia experiencia.<br />
<br />
<b>Analogías:</b><br />
<br />
1.- Verde : hierba :: amarillo : plátano.<br />
2.- Poeta : poesía :: novelista : novela.<br />
<br />
<b>Metáforas:</b><br />
<br />
1.- Tus ojos son dos verdes bofetadas.<br />
2.- El blanco algodón que surca el cielo.Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-55176302274622969722012-12-19T06:58:00.006-08:002012-12-19T07:11:22.373-08:00<a 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" 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YWP092wUsEyfnKkLmBr0Sabye0T0HtZ1VjqeE5e8GFBVGm2me94ypqW3yO2kIL+OZ157ZbTZueMHj529ZGR44YLsge38mnZZNNAZaS3Hy6cVXAMAANWxluI8YiZBjdTip+dFDim7Z7z9DaTUPzU4Kqp2J6EyzVR2/2H1gAb0MCOUO+uI8Ync/KuRNi4w6FkAI0E/WJ8Y7BeWWjP4r56T4fqIRwGhGSWvy1++CI4tahpC/3sQkxf2OPhlcTseAADIPZVJj3zd77l6PAl+8vhxYFRWdddIa3ZkUFhiRc9fZ+hAzctAH1cndy9PV0/fJ7EVb3qpgDLwJifU39vV1fO+m+eTF+lNffTdOv6CQV/hJbN78zmfqraWvBvHDymb+Qe7XlbWdSpoHah+qrGbT9YjNi/c2UD1kplvUER0QqTdZaE1fwhZx3YRQI3lsV0Cp30b+9Gq7A66Lr6J71IyZgiP9ZFYs/GUS9nbneyL0eDfeOByZHt/6/Or+39dL2xwPywmLjY6Ji46JMD/WWLDYGvoTYlt/HrRVVO266YtykLkzy3SgU2UsY5MY0nurQckDolqBDUR8b2ZN4+u26PkFPfYRmDDDq1Hxf1D/fW5Aad2rFjBb1gyONKSd5tvxfYLAW8AACPYeJ19G3jPPB0Y7c10Udu1S9Q6vqx1sLe9NuneOVEBaYtXg5PTecPcoL+lsHv/WXcMIFW/uC0rInJUTUtD2ypnGLRl2588JKxvG+R1RZ778NV0IgAAtKfcObBxq6xNHgBdUdYnd/NqPqsC4G3Qi9x8hgGdyVePbOFRu1dHAgAAMib6yiH+E8Yv3vSkGh7bJ3b2YT06aA5f5qwjyi9qnIilo7Qw6FkA4zdjWc0XDfoTezapOJb0AtD90v7Enj/mr5JyTm4mA1D2UI2HX+5BbKaXzpGDCtf9whNfpsa4XlHgWr5F3SW7i1BjI7N7r4pnbQ/a0up4elVs6/4riQ0j1NEqF3UpSVl9z8CwiKjn/g5au/9Ytu/K804cuaf8+S01eS0zj7C4hKSEWD9Xj8j06iF8R+iNI1v5L8ZM2aAn9uQ8uqZ0xiShBQBAbggzPMi/V8k6DQ8AeajM20hZ0yqitr7oiYW2tuHdey6uzi7ONzXOy8nrhle3NVc/uyh33jmxAwAw1p3voquqZRXfTwPEvoZEr1uX9HTN7K0sb13Sv+2TUtk9WaMumRn0TTFXJddtO2FTCQCxJcVU9Bdk+gY1hzwyAA0vzcV2bDtrm5Dkc1NSWOyCk1/A4we3NY8vn7t4p7JjI64l1FxyA5eSfzkAAFRE3Ny7epemVwUAI0WPTGUF+OSv3r3v42SkfVxY+npw2SCxJeL8/s18cm9vgwN8sY0q76Y9V2Ka6SgtDHoWAIP+E8YZ9JThluJXmWVvhog0AGhDtdkx4WmVvQQAAG2opTwnpwgzMIbve1OYkRQXF5eYml5UVl2cnpxV2jBAHHlTmptb1vzXczGE9tqCrLya7mEyAIDQ11yYFBUTExOXkJhdUpSTmVlQ24HeeSV01uUkRcXExcbFxcUl59W19BAohI66wqxXVd04unuov1LQ06gEXH9Pz8AYWkDyaHdXRz+eBgCgUYnD/d09g3gaAADf01hTWVFV09g+OIbH97e3dI/giaTR/u7eoTEKAIBGIQz39fQOvBtHT+3H1laWl1fXNfVP6iyKTAx68mBjauj9h+GvumgAUPorE33uOPqlNxIBAP2YrCBf7+iSHuJIU9qju9ev3rSwc3scmRnzxPe+d2DFQH9Nzgsf76iKbgAA6KnPeOzlH1fUCQAA5NHG7FAny+tGRtes3Pwz3uBoAJD7amOf+DyKKOl9O/q5MzfmkU9ASuMQHaWFQc8CYNB/wjiDntV9paBnNUwM+nGjkfCjY4S/hhnTKJ9/iIxMGB0dY+iJw/8Eg54FvP9kLJvNxfEvDAT9N/Jk7Fd6YIrVTPyBKbRKGXhgirXAoGcBE5sCgZVER0dzcnIiDE2B4O/v/6WLx0QUCuXrTIHAWlpaWt5NgcDAXDfvB/3QED1dIazm3RQI69evh1MgTFH379//8ccfEQQRFxdn7/M2KCho6dKlCILw8vLW1dWNZxE1NbVp06YhCGJkZMTGv4IUCsXQ0BCdXF5DQ+Ozk5qtX78eQZCFCxfGxMR8tUJ+fY2NjQICAgijk5olJyejfVxcXFzFxcVfooRTRGZm5saNGxE4qdlUlpGRsWXLFgRBfvjhh8uXLxcXF79+/bqWvdTX1ycmJkpISKCNVnl5+ba2tvFUjru7OzoB4cqVKz08PKqqqurr65m9N5Oprq6upqbG399/8+bNCILMnj3b2tr609MUd3V1qaqqIggybdo0ISGhpKQkZu/E5Hv9+nVxcbGhoSH67TM2V1dNTY2wsDCCILNmzVJQUMjJyWGzg6e2trahoSE7O/vMmTPff/89giCCgoLl5eX0VhQrYr2gHx0dNTMzQ1+P8N133y1atIiDg2MJe+Hg4Jg3bx7aCcPFxRURETHO98c2NzfLyMigC37//ffoqpi9N5MJ3R10nmoEQaSkpCoqPjPTIZVKTUxMRGcqRhBk3rx5zN6JycfBwbFo0SL0Eufnn382Nzdn4IWCRCLR19f33YvbFixYwGYHz5IlSzg4OBYsWIDu4PLly728vNj4wvd9rBf0AICOjg4rKysuLi6Erc2cOVNQUDA4OJiuY7GsrExDQ4ODg4PZxf+yFixYoKSklJubO546IZFIL168EBISQttxbGzt2rVmZmbjvP770PDw8IMHD3h4eNAOQDbGzc3t7u7+xQYXTTksGfSogoICa2trfX39a2zKw8ODrvdfvzM6OhoTE2NiYsKulWNkZBQSEkJvoxWLxfr4+BgYGDC7+F+Evr6+paVlVlbWxN8pVlNT4+TkxK4Hj76+vr29fWlp6ecrgo2wcNBDEARB4wGDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNgeDHoIgiM3BoIcgCGJzMOghCILYHAx6CIIgNseeQU+j0chk8ujoKA6CIOgDo6OjJBKJSqUyO6u+ErYK+r6+vvr6+tjYWHd39zt37ly4cOHs2bPnIQiC3nPu3DltbW0zMzNnZ+fw8PDq6uru7u5xvtuHRbFD0OPx+NzcXGdnZ1lZ2S1btnBwcMydOxd9zTEEQdB/mTNnzuLFizdu3CglJWVtbZ2SktLT08PsPPsiWDvoR0ZG0tLSrly5snr16tmzZ7/7/hYsWLB69ert27fv2bNHWFhYEoIgSFJSSkpKVFSUl5d3+/btGzZseP9FbDNmzPj111/l5OSCg4O7urqYnW2TjIWDvqys7NKlSytXrnz3PXFzc6uoqJiZmQUGBmZkZFRUVDQ1NfX09AxCEAQNDg4NDfX3979586aioiIvL+/FixeWlpZqamo8PDyzZs1Ck+SXX345efJkSkoKO3XmsGTQj42NPXnyZM+ePegXM3v2bGFhYUdHx9LSUgKBwOzSQRDESshkclVVlYuLy5EjR3766Sc0VdasWWNnZ9fR0cHs0k0O1gv63t5eU1PTxYsXo98HNze3i4tLc3Mzs8sFQRBra29v9/PzO3DgAPpu9Dlz5pw6daq2tpbZ5ZoELBb0/f39BgYGc+bMQb8GeXn5/Px8ZhcKgiD20djYePny5UWLFqFNyZMnTzY0NDC7UBPFSkGPw+HMzMx++OEHtB/N2Ni4t7eX2YWCIIjd4HC4Bw8erFq1CkGQ6dOnq6ioYDAYZhdqQlgp6AMCAtC75D///LOxsfHQ0BCzSwRBEHuiUqne3t6//fYbmvUGBgYjIyMTWeHg4GBlZWVmZmbyuGVnZ1dXVw8PD098d1gm6IuLi3l5eREEmTlz5uXLlwcHB5ldIgiC2BmFQnFwcJg3bx6CIL/99ltoaChj6xkZGQkNDT179uzWrVt/+umnGeO2YMECbm5udXX1iIgIHA43kX1hjaAfGRm5dOnSd999hyCIlJQUG3SZQRA09fX29p4+fRrtrJeVlcVisfSuYXBw0MzM7H//+99EHuzi4OBwcnIaGxtjeEdYI+jj4+PXr1+PIMjKlSvDw8OZXRwIgr4VL1++3LhxI/oYZkBAAF3L4vH4+/fvo0MEf/jhB3FxcXNzc3d3d29v7wef4+7ubmFhISwsPHfuXDT6QkJCSCQSY3vBGkFvamqKTmmgqqra39/P7OJAEPStIJFI+vr6aMtaW1ubrp56DAYjKyuLDhHU0tJqbGykd+sYDEZVVXXGjBkIgmhoaAwMDNC7BhQLBD0Gg5GUlERH2nh6ejK7OBAEfVtCQ0PRu7I8PDzZ2dnjX7CoqIiHhwdBEE5OzoSEBMa27uLigg41VFFR6e7uZmwlEwp6CoWCxWJLS0uzs7MzMjIyPycjI+PVq1dVVVV0DYuMj4/n4uJCazknJ2ciBYYgCKJXY2OjhIQEgiCLFy/28/Mb/4K5ubnbt29HEGTdunUZGRmMbd3Z2RkNelVVVSYEfVlZmampqZCQECcn59y5c2fNmjX7c2bOnPnzzz+vX79eWlr6/v37bW1t49nQ48ePly1bhiDI0aNHGbj2gSAImoixsbFz584hCDJr1qx79+6Nf8G8vDxubm4EQdauXZuWlsbY1p2cnJgW9PHx8Tt37pzIfeTvv//+1KlTTU1Nn92WnZ0d+iismpoa7KCHIOjru3LlChpcpqam41+KtYO+uLj44MGD6G5v3LjxwoULtra2bm5urp/k5ubm4uJiY2OjqKiIPl48c+bM69evf3YCaFNTU3RbhoaG384bYSAImjpu376NToBjYGAw/qVYOOgpFIqzs/OPP/6IIMju3bvj4uLoHfEzPDzs6OiI9sZs3br1s93uZmZmaBXfunWL3tJCEARN3N27d2fOnIk2N8e/FAsHPR6Pv3jxItrEvn79OmNbLSkpQW9Gr1mzJikp6dMftrCwQB+VMjExYWxzEARBE2FjY4OOcfxWgn50dFRTUxMNemtra8a2WlRUtHv3bnT/k5OTP/1hGPQQBDHXtxj02traaNBbWVkxttWCgoJdu3aho45g0EMQNMXBoGcEDHoIglgIDHpGwKCHIIiFwKBnBAx6CIJYCAx6RsCghyCIhcCgZwQMegiCWAgMekbAoIcgiIXAoGcEDHoIgljI5AU9DQAyALTxr4T5QW9jY8PYVmHQQxDEQiYr6ClkIiYvZrClHAAAAPWf/2h//fsHGPQQBEFfw2QFPZFEsjG46aavWBNrVxR2pzDsTmGYZUGoRW6gUWtl6kDH666GAvzIP17XAYMegiDoa5isoKcB4PM8X1TiwiH+4yKCCmJCp8SE1YQFFXdvl3j4ICg3pzj8eXwrtuP9lcCghyAI+hom8WbsCAWkNYw+yusOK+mLLmqNy2uIKsY+K+ypaBtrGyDUdY4N4ynvrwQGPQRB0NfwJUbdjLZmFT7Wf+mgUvzs+sibJADGProSGPQQBEFfw2QHPa2lMNbsnOLufSc28svw8cncUFOpy34OqB95t8cUDfpBAGpIoIUIiFQwBsDox1YCgx6CIBYyuUFPJuJdbE11LD09X762cPPziCs3dH3q7Gg10NX64UqmStBTqAD9GaIBkF47eN42SvC01XXHkKb2vpdFr/2SintGCP9aCQx6CIJYyOQG/ejoqJmlTXRCfFdHi6eLY9vr4pcvQ+/Y332DwX64kqkS9IW1bSYBmRk1XUXNQ0oX7S9IiBgf5zuvolxUVv4q7sUp+fP+L7JI/7i7AIMegiBWMrlBTyCS7ey9fWxty/Nz7G1u+95QtLh4xvlhSB+O+OFKpkrQV5TmKysp3rR0c/B8bKirSGhOqy58ecNQPz8/d2yw48a1yxaWd0dG/tGFA4MegiAWMrlBTwMgvRTj8yyhsLTW0s57j4CCjsWjYuzwR5+XnSpBTyMN9uQ9qo/3cbW1VL98vaCLlFJSdcnwRkJuQUZT3ymdy672t/GjI++vBAY9BEEsZNJH3VBohEe98OsAACAASURBVIbqlKa8sPzq16GVDQ29Hf+1kqkS9O80liUaaSkeVTWRuWDHJ6F49ILNiTM3r6ker80JB7R/9N3AoIcgiIVMctDTqHVZz03OndCSkcx5fr848WmUl0V7VQ4A1A9XMuWCHgBCX3nEEyPl6/Kil04IXFYQe2R+vq8k/MOhNzDoIQhiIZMb9CTCmN0dM9WbblrOsYZG5t4B8Veu3w1wscYPfSTHp1zQkwHoooHBASyxo6C2MtnrWaB7XFrlEPHDjicY9BAEsZDJDfoxPOGO44PY1ETsQJu9h1txTXV0SoK9/Z0WzJsPVzLlgj69Cqt992lCeikBANP70fsEpY8LS1w0ccutbv9X1sOghyCIhUzyOHoq7fGz53d1Tz6zPn1DRzrATNHu+kmLu7bYzr4PVzK1gp5Modk4eCseO9ZWm1dYh5U+Ied1Q6ku0uHKubM29/xwY/8YNgSDHoIgFjLJo25o1PtO7mvXCHLzyAkcUt+y58SBk9ceJZSOUT6ykqkV9CQy6e4dC50rlzJbhzVtHksfl35TlduBI1w0NLaytBgdgaNuIAhiVZPcoqdQYvIr3BILIyraEus6n1e253TiPjqJAJhqQQ9o1IyoR2oKSnuP6B0ROBhirUvD90YmvtI6czYhxJdK/sccDjDoIQhiIZMb9BQqra4yLT/CvDzSrDLWqjLmdkWkaVtlPIX870kEwJQLegAo+M7qZM8nFkoJz+zbB9pHAKguTSpL9sAPYv61Ehj0EASxkMkNeiqVGuD3XEzojKiQmrT0xX27ZbZxcrnb2RPwrBD0AID2MaJPcsEFx+Czd4L1nKO8ksubRz4y9yYMegiCWMikPxlbiR0NzesLy+uLLhvxzWg/Zejh4vJgZKDnw5VMuaAvweLVb4dJiiuaqB65pyd9U1lKSlTpkkNkTS8BjrqBIIh1fYn56N+XmJLo4WSPbX7z4Z+mVtCTqVQn3xA1BemCEGtC6ytKb/lYS07W0zsXzim6Pno+RoRPxkIQxKomfT56fHfNYE3UYG30yOukweoYb0t1y1vGzW1dH65kagU9iUS8ffv2uYuX+4l/j6RsG+jTvmZoYW6Bg6NuIAhiWZPeRx/k7atwQFjhoPA5CalTIqKHj53xfJ4+SpryUyDQaNTUUC+545Jqd0IfFg6GN+B9C/rVLJ4qnpBJC/WEo24gCGJdkxz0NFpcHuaaR9ZV90wjr2xjv8Kggs5O/Ecnr5xiQQ8AACOtWfcNz4vsPCJy4thxzSOHjp8T2ZXqZUAbbvnXSmDQQxDEQiZ/9koAiH/9I39yJVMl6GkAUACgAEADgAYIvc2JNZluFYkutdluQ81xgNL/4Upg0EMQxEK+9M3YT5gqQd/aN+oUX6PrX2AcUmocVmEWVWkRVWEeUWYZV+GT31o1QPuw2wkGPQRBLAQGPWiqr7murnJk18ZThw8oi+1XFj+gLH5A5fCBs4cPyQgdPXv1XkZNK/WfvU8w6CEIYiEw6AF5rG+wPqan6GFfRVBf+TP032BVCAkTVxfrcUFFycrBCzf2jye+YNBDEMRCYNB/3AANxPaAS8/KDhxVdXe4TSLAd8ZCEMSqYNB/XFVZzVlFPVHu3T43lfqbsgD4R98NDHoIglgIDPqPI/ZhB/IejZY/AmON/0p5AIMegiCWAoOeETDoIQhiITDoGQGDHoIgFvJNB72VlRVjW4VBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAuBQc8IGPQQBLEQGPSMgEEPQRALgUHPCBj0EASxEBj0jIBBD0EQC4FBzwgY9BAEsRAY9IyAQQ9BEAthLOhzc3O3b9+OBl1GRgZjm3Z2dv7xxx9h0EMQBH1ZjAV9cXExDw8PgiCcnJwxMTGMbdrV1RVt0auoqHR1dTG2Ehj0EARBn8FY0Dc3N8vJySEIMnPmTBUVlcbGRjKd6urq5OXl0QDU1tYeGBhgrPww6CEIgj6DsaCnUCiPHj1avnw5giCzZ8/m4eGRkJA4PG4SEhI7duyYPXs22ssfFhZGpX74YtZxgUEPQRD0GYwFPQBgYGDAzs5u9erVyASsXbvW09MTh8MxXH4Y9BAEQZ/BcNADAAgEQkZGhpaWlrCw8MGDB4XG7eDBg8LCwhcuXMjKyiISiRMpPyNBr6mpiQa9tbU1Y1stKipC71HAoIcgaOqbSNCj8Hh8D0PGxsYmXn66gx6Px1+6dAkNeob3uaSkBA361atXJyQkfPrDMOghCGKuiQc9c9Ed9BQK5d0Afm5u7vj4+JGRERw9+vr67O3tlyxZgiDIli1bsrOzP73Fd0FvamrK4F5CEARNwN27d7+toAcAlJaWCgsLo436DRs2yMrKysnJnRwfBQUFcXHxpUuXIggyffp0fX39np6eT2/O3Nx82rRpMOghCGIWa2trNOgNDAyYXRZGMBL0VCo1Li5OQEAA3XPGzJ8//8yZM/X19Z/d3O3bt9EWvZ6e3gTvSEAQBDHA0NBwgv3VzMVI0KPq6+stLCyEhYX5+fn30YOfn//YsWO+vr7jfMrL3d19/vz5CIIoKysz/GAYBEEQYygUio6ODhr0FhYWzC4OIxgPegAAmUzu6upqbW1to0dra2tfX9/4txIUFMTJyYkgyNGjRxsaGiZSYAiCIHoNDg6ePn0aQZDvv//eycmJ2cVhxISC/utITk7evHkzgiBbt25NTU1ldnEgCPq2VFZWCgkJIQiybNmyp0+fMrs4jGCBoG9ra5OWlkYQZNasWfb29swuDgRB35aAgAB0lKCgoGBZWRmzi8MIFgh6AICNjQ064YOMjEx7ezuziwNB0LdibGxMXV0d7aC/du0agUBgdokYwRpBn5mZic7f/8svv3h4eDA8sw8EQRBdQkJC0HuEv/76a2hoKLOLwyDWCHoCgWBgYICOpufm5s7KymJ2iSAIYn9YLFZCQgJtzispKWGxWGaXiEGsEfQAgJKSkv3796M1rqio2NrayuwSQRDEznA4nLGx8dy5cxEE2bx5M8PvApwKWCboAQAhISHLli1DBzlduHABdtZDEPSF4PF4Ozs7Dg4OBEFmz55ta2tLoVCYXSjGsVLQ43A4BweHhQsXIggyd+5cTU1NDAbD7EJBEMRuBgcH7969u3jxYnSw34ULF9ra2phdqAlhpaAHAOBwODs7u//973/oFyAuLh4XF0cikZhdLgiC2ERRUdGZM2d+/vlntC2vra3NBg/ks1jQAwDweLyDgwN6HxxBkOXLl1+9erWoqAhOgwNBEMNoNFpdXZ2Njc2mTZvQbFmwYIG+vn5nZyezizYJWC/oAQAUCiUhIeHIkSPTp09Hv5JVq1ZpamomJydjsdjh4WFmFxCCINYwOjra0dGRm5trZGTExcWFDu1DEGTHjh2PHz/G4/HMLuDkYMmgR2EwGFNTUy4urvdnxNy2bZuampqbm1t0dHRycnJaWlpJSUllZWU5BEHfvIqKirKyspycnJcvX8bFxXl5eWlra+/ZswftDUb99ttvWlpaJSUlzE64ycTCQY8qLy+3sLDg5+dH34XyzrRp07777ru5c+euWrVqw4YNayEI+uatW7du9erVCxcunDVrFjr5+TuzZ8/etm3blStXMjMzWfTx109g+aBHvXnzJjAw8MaNG0ePHl2/fv2CBQveXYJBEAR91C+//LJ27VoxMTF9fX1/f//q6moymczsMPsi2CTo3+nu7s7Ly4uLiwsKCnr48KEPBEHQxzx58iQ2NjY3N5fVh06OB7sFPQRBEPQvMOghCILYHAx6CIIgNgeDHoIgiM2xcNAPDg5mZmY+ePDA0tLyFnuxs7MLDAwsLS1leHYHLBYbExPj4uJibm7O7L2ZTGZmZi4uLhEREW/evGGgWioqKp49e2Zra8vs/ZhklpaW3t7eaWlp/f39jB0w78Pj8fn5+QEBAVZWVszes8lkampqbW3t5+eXm5uLw+EmXlEshCWDnkajJSYmKisrr127Fn3zFPuZN2/ejh07rl69WllZSVfl4HA4b2/vw4cPL1u2jF3HmHJwcAgJCTk5OXV3d4+zWhoaGgwMDHbv3v3LL78wu/hfxIwZM1avXi0vLx8VFTWReRYLCgo0NDQ2b978rwdT2MacOXO4uLjU1dW/qddasF7QU6nUiIiIdw/Ezp49e+HChRxsZMmSJQsWLHh3XMrIyNTX14+zcvB4vJWVFTrBJ4IgP/zww+LFi5cuXcrsfZo0S5YsQWebQhBk3rx5JiYmn53xgkajNTY2oq8dRhDku+++mzdvHrP3Y5ItWrToXYuHi4srPDycgayn0Wh5eXn8/PzoembMmLFgwQJm79mkQc+ChQsXzpgxA93Bffv25eTk0FtLLIr1gr66uvrQoUMIgkyfPl1AQMDd3T0lJSWbjWRmZiYmJpqamv7555/oL5mBgcHAwMB4KiciImLlypVoxCsqKgYGBqanp+fk5DB7nyZNRkZGeHj4mTNn0N/CZcuWPX78+NOvlhwaGjIxMUEfg/ztt99u3rwZHR2dlZXF7F2ZTKmpqQ8ePBAUFJw1axaCIEJCQhUVFfSeWa2tradPn0YQZNq0aZs2bbK1tU1ISGD2nk0a9CxISUm5d+8eNzf3tGnTpk2bxtIvjaIL6wX906dP0Xmid+7cmZqayuzifClEItHJyQmdgmP//v0NDQ3jWery5ctog0VJSamxsfFLF5JZuru7z507h2a3np7epx9Yb2pq4uXlRRDkxx9/dHJyGh0d/Wrl/Mqys7O3b9+OIAgHB0dISAi9i2dlZf3xxx/oz2FQUBBLv2fj00JCQn7//Xf06icjI4PZxfkaWC/o7927h57hp0+fZuOTFgAQFxeHzsbMx8c3zt6b48ePo5elXl5eX7p4zHXnzh30J01TU/PTUwxWVlYuXboUQZAVK1ZUV1d/tRJ+fR0dHWJiYgiCLFmyJDAwkN7Fo6Ki0P4fXl7e8d/8YEUlJSU7d+5EEGT9+vUvX75kdnG+BtYLeltbWzTLNDQ0JjKJKIlEIlNoDC1KJRMJRBKZytjS4xYREbFixQoEQfbu3TvOoJeUlEQrx9/ff+IFoJEJuJHh4ZHRqTb9B5lMtrCwQCep1tbW/vRhUFFRgd604OTkZGysziShUcgkAoHE4EE3DhgMBu3V5ODgePr0Kb2LR0REoFUqICAwNDRE9+apY2O9mMbamobWgaHJPGLIRFwHtq62trGrG/fJTrpxy8vL4+bmRhBkw4YNLP0m2PFjvaC3s7NDs0xdXX1cLfqh2rgnno9jy7v+ejEJueNVwF0DA+vHpS0fv4/XU5Ps7xWQVNzx8cOVik0L8Q14kd/+hQdoMRD0UlJSaOU8fPhwYhun9Tdme7tZm5ubWZgbW/tGl/1HXX2g52WgV0BUyRBhUk7JjyOTyebm5uMPerSvj5OTk+7uLBq59dVzZxv7uPrBv7c+2poR6uMbVtBD1xSH5OHa7LAH3tFVX6ytPMGgj4yMRC+S9u3bN857Qv9AKM73kDm0Yd3eC6ERrXQv/d+6MZnGGlvXbRS6bZ89OimzSsKgZwH0Bj0NE6a+/4+95x6WjQAAAKE1zVRpx9LfefVso5p6xz66SEXQZZ41fHruBf9xVA1W5aZlFDT2f+F3EjAv6ElNSQ8vnZS5bu8eEh4ZHR5grim9V1onpqSL/K41SqN+rAeXRiFVGIpzC6n7tg5SPvFRGm1Cl0NfK+hppN5aN+WjGxYtErEMb/9r58e6s40Ob9wi5VA9+OnF/4XYVpuX8rIYO/ylmvTMDvr8bAehnUsWbTz9OLiZ7qX/W1djyiXFFQt/5Ta0SMNNyjkHg54F0N2ib4m6JLHjyNXgJgAGKp9oHd70O5+qVwr2rwYnGVua8NDN3uqufXDma7TVWvXCSHiXuMnjmtbXhXExiTWdI+hHR5rLYqKTiutqq/MyMguaBsmgvyEvM/NVdurLoAfuDra2Tj7B+c3Dk9WUZVbQ49uzrh47eOr2i/Z3e9KeZnP7TnhuG4kGqGN9aYF2ZqaGRtevWfnHtwxRABjJD/NyNLUwuGXu9NT5vMQhuavBXcMA0MbKYzyNjY0MjQxMPZ7X9pAAAISeymeuNrduGhlcMXANy+jFMXLH7ysFPRX/Osr6xBFlMzPdY+IqD4rf5vpYT56lHN8+Rfe6t90bQ1UpTxzt7Zw8fFNqhwAA1OGW7BcPHicW99EAAFR8U9aTp8Gpta0drwtephShl0aknornPi72dvYuXo/TKtompauD2UFf+MpJnP+3FdzqT8Na/v5vWmtOpq+hwUUtLW1tbU0NLRMX97TOzn+997OvMP/Z7WuXtDW1tLS0tK87BkXWk/+6YO5qSr2q+ufyVbzGVhmwRc+gbyHoIy8f3SNn/CwjO0JPctee4zdjyv5qiZF7XwUYq8id0DCx9bTVU5ZX0HFIxIyCN9Emwjzi5sFNvdnu0rx7NH1yhgAAYDjBRo5H6Mz9lEhLpYPCSl5lw6A2xFBg4587JHXN7Ty9XO6oS/CJqJrENE7C04mAeUHfknjnsLDsw8Kuf/xivW2GDkfZacsoXA6OT81JcDgiyH/xfukAvtdVmffXJQfuBscUVKdclxaSvRraOTSc+/CalLCkmV9USlqYvqK47JVHb/raQs1l9kkZvohJS3xkb3DHu6qNkdvpXyfoiV3FDqqCwpceVLdVucrvOXI5sI0KAAB4NOiVPBoJgDLc8MJa/YTCGUMnO+tbZ6XltRwiqgijzbF3FLZz8ZtFNwx3Fdmf2LNBwiClsjLaXp6bWz2sEeC6Mh00jksomT5wsbl06uhhVfN0zMcvLukydYL+ORYAAGi4torHRjeE1vPwCEndcLB/5OPvcvmS7M5126SO3krJRLt3xtqbI8zMpHfuFT5x0tzd6fF9X0cd3ZP82w+cOeX4qqgTANDTlHoNBv0EsX/Q09oSjWV3ce/YvXoV5/82yT3J/TuFe0oDVPfxKZgG1eGINNJwvpcu/1ZJh5eNr1NtDu8SM35SA4g191T388vb5XYD0J92RZhb5IJX1UiplQK/gJxH2TCoD9Zft3SDslViD4kGAKUx9pb4zv3XAgrpv5P1EcwK+voXt6QkNZ/XfvSdyKPVyUHBkbkNzR0N+b5S21eKXotpH+r21BTjO+nQNgoAaLmjICRjENnaWmgkvUfaIrKbBgAAfem2h/jFXdOrQq3Udu8+ZOid3NTSgmnvIzLUjfFVgp7YlGAvuVvgZnQLmYp7/UiXZ89x96IhAAChN89Sjl9AxbuVPNqQYim25aDhizcjZBKhvzbs2uEtvJox3RRSb/3Da8e5eWXVTood3Kd8v6ifRuyIsJLZsk09AkPpLHMX/eNXMcPItgHcSH/nm6aWfoaubP5ligT9dvWn4e0AgP72dFNN7vnLueS0nrU2vr1moZJqHnucWLuC45C046sGCqmv1NOCf9VqrlM64d1/n5m1vo6Sa1askFP3r+4CI82pRmf/XAaDfiLYP+hBV4q+2IY5S3YcVzklunvLXqXbyW/Q60ZyZbDhQe4dYucN73m5OTm7215X2L1h783oorJMe6ndojcellEBaI27IyVy6mEmtjneTlzw+N3IRgAqrOX3HVR5UD4Cap9e3rtLxjb87SD3vlIvaR7+czbpnZPRfcOsoO/IuCdxUNItq+P9EG4sTE3Ob8Lhh2qinc+qndW5qH/9jp74jm0q5smdw133L0gcOf8AO0AGoM5CXujEjajWxlTdI6IXg0refkPNYYoHBIwjWnEEQubDG2pnzqnISh4/cyO2qpNMf9Z/haCnjTQGXOL9feWec6YOzs73rA1VNy9ftv9C0CAAxP4CSzn+/ap+Hf29r5wU/ly3X9PKxdnZxc3J1vSc6JaNh12LcQAAWm/2FYH5yJxles+bAACA1BZ+V34Xj8bzBhppCBNsfnbf1tX7lW84uN5/nlE9NBlj1qdK0Gs8C+8CgFxf5XGMb8X69Wf9Y/7R8GlrClOV/GPhn1KOj8paq57qyK79Y+3BKyZBKbGJsXExsTHxiemxro5qW/+YvYZPPyIbEJozjTXWLlsJg34CvoGgb425cHgr//lHr8mgI/Oe2DoOLknTlDYCAJQKP+2dm7YfuWju5eXm6uzsft/3WURqff9wVYyZ6C6xG76lBABAf87ts/Ia1y0MzyuduuJW0AUAyDc7wS+EBv2zywI8x61Da9H2Sme+61GevedtM7tYOegpQ9V2ahIyuo757W8DtK8+RHrvzrOOWT3tL88I7T7lkjEKAOiLVeTjOmwY3znU5aUldui0W3MfGYA6M1mB41dftHZUWSvzCGvfbyQAAEDNk6sCe5UDK7EtmDrsIAAA4BpCJdYskbodS9/YFQDA1wh6UmuGp+SuTUcu3nVzcXZ2dnFxcbh17sAfG456lYwR+kqt5PcKnvbr6O5Mu31kyboDFx09XZ2dnJxdPHyehCdkNw1QAY3QnOohu3Xhgl9/F7MI7iQCQOqIuCu/c9f5oKq3v2xvMgM9nO5ePXWIa+3uy4/z+yd8j/arBj0VP4YpzIuOjEourx8kkAEAhMJcZ3H+337dqv70eScAxOpKZ+k9nLw7Lgenk8F7O9eBideT3/z7Vhm34MyyQruj/L8v+onroLjKGRVVZRVlZWVlZZVTp1SUFE+fN7SLrH4DRjCZN86tgUE/Id9A0DdH6B3eevhyYA0BAEBtTrY//MeSzSLG6S1E/Jvn6gd4T5qEoJ0UtM6qtNjkui5cbaTJwW3C131KxgAAAJ//5PqeNf/7Za3g7YjSYRoA1Jybx3fvV/QqGwE1gXq82yVuB9egQd+R53yEe89Z6wyWDnoAQG9N+t1zErJnLtk4Oru5WGiqKZ6++aC6Cw8IDR4Xj0upGdk4uztbXBPYxLnxmFlRR5OXtpiwigumjwxArak0v8SFJx3DxOZ0X+3jIqoGVg6Ot04rKBreT+/B9+eG3dHQvmF3z8XDxkDtlI5fVgOe/sbslw56ysBrn/N7uY7cKHjv+CK8Dlbauk7UIKarp+ruyT18il5Y4lhjitVh7v1G0W9HmQzXZSUnF/QC2mBtpNahTQfOO4c9sORbv07VLn+I2h1ld3I7t3poHRnXU54Um1CLtnNbI85s+3W3ll/zhBv1XzXoKd390fo6m9cs3mHoWNlLAABQyopdjwv8tn7flbCEEQCozfVPFA6tXMwpae/TBP6+20woL7CT3PvrrgPXIosGsPVPz0muXLFK8p53PSABCoVMJpP/9XxLJ7wZO3HfQNBjoy5J7Th8KbDy7V18SnOCw5Hff98iohte31QT76xxTOj4aQ39a1eUjp84f9WptH/sddxtMR6xGw9L0RtkhMYX8txLV+zTSmjEAQAAKffWib1CKt7lI6D22RUBnmNWYXVvW/QFbsd27ztvm8XqQQ8AIHfXJ7546u/nHxDg9zytouuvLMV3VsaGPPH3C4hIKyvPz0lKzmwZGXxTnpNd2DhKpAEwUp2bnlPaTCADAEDf68ygJwEP/fxi8xtGaAAAMNb/Jj065JGfX0BASF4Dg/X0ZYOeRsC8dD62h0fPv5r0j//uiLWW28R3LjDvpetpwf3KHg0EQCV1pjjpSIqJnLl27fJFPQUp+VuecTVtZa7qAlsPaUR2AAD6Io0kVq+XuJucGuOssodX60UjFd+V6WmkfExO79pV/YvnVdXOG4eVtJJYq0UPcKTX3m4nNy5cIiBqn5XfQyDUB/qr7Fy74rCK96t6AAAgjTREPFDZtGPZWl51b/+K7i4CgTBYVuJ/XnYj5/I9BhaJnWOARmpLjdDm3bNyC5/ukxeNw4MUCoVM7K9KDDXTuHLB3u9V2zAYwKRcUV7+v6XchhZpMOgZxHpBT/eTsYTehsqiiobu0b9DhdJanRsbmVTePgQArft1blJ02IsXL6JSCt90j9IAGO19U15c0dSJe7sEZQRTUVJWg8Wh5z11CFNVWlbTgaOA0e7G0uLKlp4x9CQlDbdVFZfWY4cYnEX+nyIjIxl+MjYgIGAyijBF0fVkbHl5Ofpk7MqVK8f1ZCyNPNRamVfw92/buz+M9jflZha+7uhorysrrW57+8QwebihICEi/HnYi+jE7JohAoUw3FmSlphf343+nYJrzc/KLKjH9rbWFBfXd48CQCMPdzdkxEY8f/48KjatmqGhRx/CYDAiIiIMB314eDhapfv37x/Hk7E0QO0ZKPC+r3VgG88BfvHjxw/wCh9Q1PZKz+kd++vihEpoLsh107kosX33IXFxGWlpCX5RiWNy5uHBpX0Db08SGrUtP9dVXV2Me5eIxJETJ2SPHxcRPCIkfv6WW0w+FkcGAy1Zt3S4N2wVvXMvZ4z4n+WhQ35+/o4dO2DQT2mOjo7o4aiqqvrZKWpZWmxsLDrXDS8vb11d3XgWkZGRQYPew8PjSxePuSwtLdHm52d/7ysrK5ctW4YgyIoVK+id3J+1tLe3o0G/ZMmSJ0+e0Lt4VFTUnDlz0OOts/OjY64+RKEMYurL8l5lZWZmF5TUdw185BoNj8OWleZlZWVmZmblFFRjuz5sllOHBzElRblZWZlZWZmZGbkVlS3vno0iE3EdrfV19U1dPaOTM+1ISUkJGvTr1q2Dc91MUcHBwegcVVxcXDExMcwuzpdCIBCsrKzQt2QICgqOc/bKa9euoRPVSklJjX8We5bT1tamoKCAvlbl4sWLn569EoPBCAgIIAgyd+5cCwuLT3+YpSUnJ6PvaVi6dGloaCi9i+fk5Kxbtw69IPD19f0SJZwiAgICli9fjiDIxo0bv5HXj7Be0Dc0NLzroNi2bdulS5dMTEyM2IuJiYmqqiraDv3hhx9MTEzGOclUUlLSmjVrEASZMWOGqKiooaGhsbExs/dmMt28efPGjRsSEhI//vgj2hsTHBz86fnoR0dHra2t0avARYsWqamp3bx5k9n7MclMTEwuX768Y8cO9Mfv8OHDDMzT2dXVpaWlhZ5Zv//+u5aW1kcPwoSf2QAAAZ5JREFUnhs3bhgbG5u/x+Jv5v/Bgs7PfPCpTy34b6ampjdu3PhoRZmammppaa1duxY9R86ePdvW1kZvRbEi1gt6AEB8fPyuXbuQb8D3339/+vTpcTbnwV+z2KM9+2yPg4PDxsZmcPDzM860tLSoqqqy61sn/2XXrl3x8fGMzSZfUlIiKirK7D34Sg4fPpyfn89ALbEilgx6Go1WVlZmYGCwfv36+fPnL2A76E7x8vI6OTnR+wYcPB6PvlB3+fLl7Fo5HBwcx44de/78+fhn0+3s7PTy8tq/f//ChQvZr1rmz58/f/781atX6+npFRQUfPoS59Oampqsra25ubnZr5YW/FVRmzZtunXr1jjve7EHlgx6FB6Pb2xsrKqqqmZTWCyW4TN2YGCgtraWXSunpqaGsTdjtLW1MbvsX0pVVVVDQ8PIyAhjB8z7KBQKBoNh14OnqqqqqamJSJyU8Tssg4WDHoIgCBoPGPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLE5GPQQBEFsDgY9BEEQm4NBD0EQxOZg0EMQBLG5/wO4bITgSzIqBwAAAABJRU5ErkJggg==" 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" 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" 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<span style="font-size: large;"><span style="font-family: Arial, Helvetica, sans-serif;"><b>Lección </b></span><b><span style="font-family: Arial, Helvetica, sans-serif;">16:</span></b></span><br />
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<b style="font-family: Arial, Helvetica, sans-serif;">COMPRENSIÓN INFERENCIAL DE LA LECTURA. EJERCICIOS DE APLICACIÓN</b><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>RESUMEN.-</b> Bueno en esta lección es para completar la visión del escrito y deducir la información adicional. Porque por medio de la deducción puedo adquirir nuevos conocimientos porque nos ayuda a comprender mejor los textos.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>PRACTICA DEL PROCESO</b></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Lee el escrito y completa la figura que se ofrece después de éste.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>EJEMPLO #1</b></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Reencuentro De Amigos</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Mario organizó una comida a la que asistieron nueve amigos. A la hora de pasar a la mesa, kelvin y Alexis se sentaron cada uno a lado de Carlos, pues querían conversar con el.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Mario le cedió la cabecera a José, pues el deseaba estar lo más lejos posible de jean.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Manuel, que se sentó justo enfrente de Carlos, no pudo platicar con José, ya que Andrés, quien se encontraba a su derecha, se interponía entre ellos.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Joel se sentó junto a Alexis y, finalmente Mario se colocó junto a Manuel e invitó a Marlon a su lado.</span><br />
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" 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" 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<span style="font-family: Arial, Helvetica, sans-serif;"><b>¿En que consistieron las inferencias que realizaste durante la lectura?</b></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">José y Jean son se llevan están peleados.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Mario y José son hermanos por ese motivo le cedió el asiento.</span><br />
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<b style="font-family: Arial, Helvetica, sans-serif;">EJEMPLO #2</b><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Enredo De fútbol</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">El amigo de kelvin es hermano de Alexis que juega de delantero y hoy nos fuimos a jugar futbol, Carlos jugo de centro campista junto a Marcelo, luego el delantero Marlon metió un gol. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>¿Como se llama el hermano de Alexis?</b></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Marlon</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>¿Quien jugo de centro campista a parte de Carlos?</b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b> </b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Marcelo</span>Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-84199955428280752892012-12-08T17:08:00.003-08:002012-12-08T17:08:35.591-08:00<span style="font-size: large;"><b>Lección 15:</b></span><br />
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<span style="font-size: large;">COMPRENSIÓN INFERENCIAL DE LA LECTURA. EJERCICIOS E CONSOLIDACIÓN</span></div>
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<span style="text-align: justify;">Es la comprensión e interpretación de un texto mediante la formulación de inferencias por parte del lector que contribuyan a darle sentido lógico y coherencia al escrito, a este tipo de lectura se la llama "lectura entre lineas" porque parece que estuviéramos llenando blancos en el texto.</span><br />
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<span style="text-align: justify;"><b style="font-size: x-large;">Práctica 1: </b>Interpreta lo que se plantea en el siguiente escrito.</span><br />
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En 1769 El primer vehículo propulsado a vapor fue creado por Nicholas-Joseph Cugnot 9. Se trataba de un verdadero triciclo con ruedas de madera, llantas de hierro y pesaba 4,5 toneladas, En 1885 se crea el primer vehículo automóvil por motor de combustión interna con gasolina, Alrededor de 1870, en Viena, el inventor Siegfried Marcus hizo funcionar un motor de combustión interna a base de gasolina, conocido como el “Primer coche de Marcus”. En 1883, Marcus patentó un sistema de ignición de bajo voltaje que se implantó en modelos subsiguientes. </div>
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<span style="font-size: large;"><b>Diapositivas de el principito </b></span><br />
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<span style="font-size: large;"><b><a href="http://www.slideshare.net/manuelsanchezp13/diapositovas-el-principito-15552311">http://www.slideshare.net/manuelsanchezp13/diapositovas-el-principito-15552311</a></b></span></div>
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Anonymoushttp://www.blogger.com/profile/09662035771259522201noreply@blogger.com0tag:blogger.com,1999:blog-1944856758942151337.post-57789740860394181642012-12-08T17:08:00.002-08:002012-12-08T17:08:27.348-08:00<span style="font-size: large;"><b>Lección</b></span><b><span style="font-size: large;"> 14 :</span></b><br />
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<span style="font-size: large;">COMPRENSIÓN</span><span style="font-size: large;"> INFERENCIAL DE LA LECTURA</span></div>
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Es la comprensión e interpretación de un texto mediante la formulación de inferencias por parte del lector que contribuyan a darle sentido lógico y coherencia al escrito, a este tipo de lectura se la llama "lectura entre lineas" porque parece que estuviéramos llenando blancos en el texto.</div>
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<span style="font-size: large;"><b>Práctica 1: </b>Contesta lo que se pregunta después del escrito que sigue.</span></div>
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<span style="font-size: large;"><b>Los pupitres de la escuela</b></span></div>
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Todos los pupitres de la escuela que se adquirieron este año son nuevos, están echos de mejor material, y son ergonómicos.<br />
Un compañero que recibe clases en una de las aulas con nuevos pupitres esta muy contento, porque se siente a gusto en ellos.</div>
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<b>Lectura general del escrito e identificación del tema general</b></div>
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Los pupitres de la escuela</div>
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<b>Lectura del primer párrafo, e identificación de inferencias.</b></div>
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* Los pupitres anteriores estas viejos</div>
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* Los pupitres nuevos son cómodos</div>
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<b>Lectura del segundo párrafo, e identificación de inferencias.</b></div>
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<b>* </b>Le gusta el nuevo modelo de pupitres</div>
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<b>* </b>En los anteriores estaba incomodo<br />
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<b>Síntesis: </b>La escuela cuenta con nuevos pupitres que son de mejor calidad y un compañero se siente a gusto con los nuevos pupitres.<br />
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<b>LA CONCESIONARIA DE AUTOS</b></div>
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La concesionaria de la ciudad X tienen muchos modelos de autos, los autos que adquirieron este año tienen lo ultimo en tecnología como GPS, airbag etc. </div>
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Un amigo compro un auto con intensión de sacar a pasear a la familia los fines de semana.</div>
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<b>Lectura general del escrito e identificación del tema general</b></div>
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* La concesionaria de autos</div>
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<b>Lectura del primer párrafo, e identificación de inferencias.</b></div>
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* Los autos anteriores no tienen esa tecnología</div>
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<b>Lectura del segundo párrafo, e identificación de inferencias.</b><br />
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<b>* </b>Que el amigo trabaja entre semana<br />
* Antes no salían a pasear<br />
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<b>Síntesis: </b>La concesionaria del pueblo tienen nuevos modelos de autos y un amigo adquirió una para salir con la familia.<br />
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