tag:blogger.com,1999:blog-35885337912610376172023-11-15T23:56:30.164-08:00LOS LIMITES DE LA REALIDADAnonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-3588533791261037617.post-7742704854069035082014-11-27T19:41:00.004-08:002014-11-27T19:41:58.876-08:00Andamio cognitivo: Estrategias para la metacognición<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbOm-l7nxFTAqaCLN4MfnDyVUasZYl8Fsv2833y1VZ4Lnfw1_uEj5ilypLWvzg4WG-z3PZwlv9BoX78nbjwz87bsoPl3Z4IGCvx1bAZmr_BVdHh2yBt0Fq6mkQNql6PQYvluR8LUKrEhbj/s1600/Andamio+cognitivo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbOm-l7nxFTAqaCLN4MfnDyVUasZYl8Fsv2833y1VZ4Lnfw1_uEj5ilypLWvzg4WG-z3PZwlv9BoX78nbjwz87bsoPl3Z4IGCvx1bAZmr_BVdHh2yBt0Fq6mkQNql6PQYvluR8LUKrEhbj/s1600/Andamio+cognitivo.jpg" height="320" width="302" /></a></div>
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<div>
Es un andamio pequeño pero no por eso esta vació, es el resultado de analisis</div>
Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com0tag:blogger.com,1999:blog-3588533791261037617.post-75780113683548792982014-11-26T23:02:00.000-08:002014-11-26T23:02:06.880-08:00Aproximación a la educación virtual<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPjRhyphenhyphen7qs__R_VlXheMB7kTIQkjiu4ryihJW8tLhfk54k6ACcCQgcZ4VpqAXg7p7esGXZXWyg-nqiAGtulJUvZ2gUj93ZiGfbOsOw55V7pksa8Ha7CWacNqMYUmSLSnXc490YSvPkgkUIw/s1600/ruben_arriaga_eje+3_actividad3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPjRhyphenhyphen7qs__R_VlXheMB7kTIQkjiu4ryihJW8tLhfk54k6ACcCQgcZ4VpqAXg7p7esGXZXWyg-nqiAGtulJUvZ2gUj93ZiGfbOsOw55V7pksa8Ha7CWacNqMYUmSLSnXc490YSvPkgkUIw/s1600/ruben_arriaga_eje+3_actividad3.jpg" height="452" width="640" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com0tag:blogger.com,1999:blog-3588533791261037617.post-76272358316742235042014-11-26T22:57:00.002-08:002014-11-26T22:57:35.866-08:00Mapa Conceptual trabajo 1 en imagen<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWVlD4772FhreMsiFFt7rlSvYRAFF3PI9o79FZXi65BMNspTCKLHkqhCXk4ivYOD0nqllwYhtVKeBc5kxjnSesJhSey72sPRIsiDyiAiiPHL4EAMLFz5JsSXXM1vj21Vi5fROLKoC69Ub4/s1600/trabajo1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWVlD4772FhreMsiFFt7rlSvYRAFF3PI9o79FZXi65BMNspTCKLHkqhCXk4ivYOD0nqllwYhtVKeBc5kxjnSesJhSey72sPRIsiDyiAiiPHL4EAMLFz5JsSXXM1vj21Vi5fROLKoC69Ub4/s1600/trabajo1.jpg" height="323" width="640" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com0tag:blogger.com,1999:blog-3588533791261037617.post-26181645793910682882014-11-23T15:57:00.001-08:002014-11-23T15:57:27.724-08:00El Zoologico<div style="box-sizing: border-box; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 13.3333330154419px; margin-bottom: 10px;">
<br /></div>
<div class="panelInterior" style="background-color: #bcd19f; border-style: double; box-sizing: border-box; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 13.3333330154419px; margin: 0px auto 25px; padding: 15px; width: 456.291656494141px;">
<div style="box-sizing: border-box; margin-bottom: 10px;">
Pepe fue al zoológico a visitar a los pandas, y cuando regresó, le contó a Arturo cuántos pandas vio.</div>
<div style="box-sizing: border-box; margin-bottom: 10px;">
Usa las siguientes claves para resolver este problema:</div>
<ol style="box-sizing: border-box; margin-bottom: 10px; margin-top: 0px;">
<li style="box-sizing: border-box;">El número de pandas es un número impar.</li>
<li style="box-sizing: border-box;">El cuidador del zoológico estaba alimentando a uno. La suma del resto de pandas es un múltiplo de 4.</li>
<li style="box-sizing: border-box;">El número de pandas es mayor que 3 y menor que 13.</li>
<li style="box-sizing: border-box;">El número total de pandas es un múltiplo de 3.</li>
</ol>
<div style="box-sizing: border-box; margin-bottom: 10px;">
<br /></div>
<div style="box-sizing: border-box; margin-bottom: 10px;">
¿Cuántos pandas había en total?</div>
<div style="box-sizing: border-box; margin-bottom: 10px;">
</div>
</div>
<div style="box-sizing: border-box; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 13.3333330154419px; margin-bottom: 10px;">
<br /></div>
<div style="box-sizing: border-box; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 13.3333330154419px; margin-bottom: 10px;">
2. Cuando llegues al resultado, analiza cuál fue el proceso que seguiste para resolver el problema.</div>
<ul style="box-sizing: border-box; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 13.3333330154419px; margin-bottom: 10px; margin-top: 0px;">
<li style="box-sizing: border-box;">¿Realizaste alguna operación mental?</li>
</ul>
<span style="font-family: Helvetica Neue, Helvetica, Arial, sans-serif;"><ol>
<li><b><i><span style="color: blue;"><span style="font-size: 14px; line-height: 13.3333330154419px;">En ese momento busco un numero impar que cumpla todas las demás condiciones.</span></span></i></b></li>
<li><b><i><span style="color: blue;"><span style="font-size: 14px; line-height: 13.3333330154419px;">Ya tengo un panda, que es restado a los demas para que puedan llegar a un múltiplos de 4. Cuando mencionan un múltiplo de 4 lo relacione con 4,8,12 y 16.</span></span></i></b></li>
<li><span style="font-size: 14px; line-height: 13.3333330154419px;"><b><i><span style="color: blue;">Empiezo a eliminar opciones en este paso elimino a 1 y a 16, para solo tener 8 y 12.</span></i></b></span></li>
<li><span style="font-size: 14px; line-height: 13.3333330154419px;"><b><i><span style="color: blue;">En la recta final fue por eliminación ya que 12 por que no es impar y solo queda 9 por el que tenia el cuidador alimentando.</span></i></b></span></li>
<li><span style="font-size: 14px; line-height: 13.3333330154419px;"><b><i><span style="color: blue;">POR ESO EL TOTAL DE PANDAS ES 9.</span></i></b></span></li>
</ol>
</span><div style="box-sizing: border-box; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 13.3333330154419px; margin-bottom: 10px;">
3. Ahora pídele a algún compañero o familiar que resuelva el mismo problema y que te comente cómo llegó a la solución.</div>
<ul style="box-sizing: border-box; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 13.3333330154419px; margin-bottom: 10px; margin-top: 0px;">
<li style="box-sizing: border-box;">¿Utilizó el mismo procedimiento que tú?</li>
</ul>
<span style="font-family: Helvetica Neue, Helvetica, Arial, sans-serif;"><span style="font-size: 14px; line-height: 13.3333330154419px;"><div style="color: #333333;">
<span style="color: #333333; font-family: Helvetica Neue, Helvetica, Arial, sans-serif;"><span style="font-size: 14px; line-height: 13.3333330154419px;"><br /></span></span></div>
<div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="white-space: pre-wrap;">
<span style="color: magenta;">son 9</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">am llegue a esa conclusión con los datos ke te dan</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">esta es mi explicacion</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">primero te dice que el num de pandas es un numero impar</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">segunda el cuidador tiene a uno</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">y la suma del resto es un múltiplo de 4 y los múltiplos de 4</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">son 4,8,12, etc</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">recordando lo q decía en el punto uno le sumas al múltiplo de 4 ese faltante</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">asi ke tendrías 5, 9, 13</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">etc</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">después te dice q el numero de pandas es >3 <13</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">entonces tomando en cuenta lo anterior</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">podemos tomar los números 5 y 9</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">ok</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">y por ultimo te dice que el total de pandas es un múltiplo de 3</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">de igual forma el múltiplo de 3 es 3, 6, 9 ,12</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">entonces recordando q teníamos los numero anteriores ke eran el 5 y el 9</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">checando nos podemos dar cuenta que el num 9 es nuestro resultado ya que se encuentra dentro de nuestros múltiplos de 3</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">esdecir la respuesta de cuantos pandas hay en total</span></div>
</span></div>
<div class="_1yr" style="float: right; margin-left: 4px;">
<span class="_2oy" style="float: right;"></span></div>
</div>
<div class="_3hi clearfix" style="font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12px; line-height: 15.3599996566772px; zoom: 1;">
<div class="_38 direction_ltr" style="direction: ltr; font-size: 13px; line-height: 1.38; margin-right: 50px;">
<span class="null" style="background-color: magenta;"><div style="margin-top: 10px; white-space: pre-wrap;">
<span style="color: magenta;">son 9</span></div>
</span></div>
</div>
</div>
<div style="color: #333333;">
<span style="color: #333333; font-family: Helvetica Neue, Helvetica, Arial, sans-serif;"><span style="font-size: 14px; line-height: 13.3333330154419px;"><br /></span></span></div>
</span></span><ul style="box-sizing: border-box; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 13.3333330154419px; margin-bottom: 10px; margin-top: 0px;">
<li style="box-sizing: border-box;">¿La forma en que resolvió el problema fue más fácil o más compleja que la que utilizaste tú?</li>
</ul>
<span style="font-family: Helvetica Neue, Helvetica, Arial, sans-serif;"><span style="font-size: 14px; line-height: 13.3333330154419px;"> Las dos fueron muy parecidas aunque la de mi amiga fue un poco mas elaborada pero los dos llegamos al mismo resultado.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm2YXHycg8m9OCS66VfVE0AqNkNPnfcyWC-wBJ3Iglsp7coHtRJXVLSiep92stQi0ekPuyFbFEE2IKFP-LUHggut2zy5nQT9Meic2Zi1duA-8_GTIfKi3pgRCFJkhHJBsztCklABOCadP4/s1600/Panda.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm2YXHycg8m9OCS66VfVE0AqNkNPnfcyWC-wBJ3Iglsp7coHtRJXVLSiep92stQi0ekPuyFbFEE2IKFP-LUHggut2zy5nQT9Meic2Zi1duA-8_GTIfKi3pgRCFJkhHJBsztCklABOCadP4/s1600/Panda.jpg" height="213" width="320" /></a></div>
</span></span><br />Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com0tag:blogger.com,1999:blog-3588533791261037617.post-77776966111361242342014-11-09T11:48:00.001-08:002014-11-09T11:48:30.989-08:00¿Que es un estudiante en linea?<img alt="" 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j0CkhBCCCFLO8YHQS6NBpjxBaInGAorQYbKl6UEs6gGmPuyBA9n7H1zhaZp0jsbGdfLeUHiWlgiSTfAXFdBNp8uqyZbunBxzmsXnyWXTRAffOJ5l0k0wHytr6Tz5Lh93fYEcQMsqd3PRwPM46ol0wBzm43YbcDe9HzjND+hAQZXc1Pj93790uvhyJ9d1eP5vzv1ikG9fpgQQkgy2dev/+UN3Xhe3VlZ0fPxj7755htKYAAAAAAAIHdl1SMgCSGEELK0Y3wQZE41wITlFdkLTHUx4b2jTBWicL5mb4CZmjG7X9EEBSNhRyf+r2WlT8Q+KjEA8TPsLK0XS7tIvOKilRIvXdL1ia+RaSoM75LMoeQxfJL5dFk12dJFi3NZu/hbRDNjaoAlbh4Wr/r5boD5Wl/xtHvfsQWv9NAA87z7CTeBazfLYdUcG2CSndB1NuZvEpbyG4DpNMDgZm5ubqTh18cP/b9PX9Xj+fvb+plhQgghi0rVkP5au248u5771Wu3T38UjUZHR0enp6cpgQEAAAAAgJzDIyAJIYQQkrEYHwSZWw2whbsQJawo/SRWvkn8T1EVxvrGhcbJ3lD8T0+syBN1axIfnr+3980VWv5eDw2wxDDM1SLN9UZfmuE14vWSz8ZC80a0dEMEa2SZCtn9mVxXQTKf9lVzeqNp6ea3iNZOOEuSmYmti+nhj7HFJdUA87e+9mmXbF9B/0n4SnkDLKndz74JhFPhbdVcGmA+ZsMc2c3qFh0aYHA2O/k/o+9//y8vPPjBFT2Wd2/rp4YIIYSkICeH9KJ2PX6C/evz3T2/+E9dt64PDAyMj4/Pzs6q/hIAAAAAAADwwf4IyG3b12gr92xTfXnYV4xj3rZ9jaYVF6VlQeWrFi4OLd8eUb3W5au0NflV6if/vbTvM77WNIumJSWrnM79WeV6EWO8b2X5KxXMrcdhFxXEzpoKNn06Dp9Uf2bWHRQZO+fEHwSZYw0wQpZ4BPdII7GI7mmXotAAg7OJ7oYrH7z0n67osfykQ68aIoQQkrL8dlB/+YYeP802f/DqrerSvr6+x48fT09Pq/4SAAAAAAAA8OH6/YfrPw9br/7mcgMsncmmXk7VnuVZUwxK7/z7WtNsmpYMrbI4kfyVmlZQrn5dTMm6ssvSSdbu+fuKl1CFMQ3J2g3nK0lt5VePN57r6ddpgBGSVQnnWx6JSBZivr1ZakMDDA7m5uYen/6nX3++50+v6H96Rf+zq/rh+3rFICGEkFSmtF+PnWb/9Iq+87dHO/YVdnR0DA4OTkxM8CBIAAAAAACQQ4581b3pxCXjRVkaYPKY+iuKJyqbegM0wFSucg5lqa5XNiRb57aoIBvumJjFydYN5y/7ipO4x9trVZc/aLmp0wAjhOREjA+RTHlogMHB7Oxs/69ffON085rL+prL+s+69H99QAghJPX5mw49dqb9q/Pdff/tqatXr/b394+NjfEgSAAAAAAAkENK6iLFNTeMF2VNbZ59xZrbcw8XnvAVf8iXsSZVvkrTVu0zfLLsWWCxq+BVe5ablyV6SyR/5cICjU9+NP73/K2PEg9tnDf/d8EnGF8v7yuY72BUtWe5pRBmW7uFP2qGIXmbHPGEJEa+vKDY0BuQrVGqN5PkBcIGWFGB4R5UhrlKw5rKXuxtWe47uW2hVXuWa2tWFawxvcvrPly+Sisuii80cZsu8VokvT8b3ui6WSVD8nD4248a98NcfKB5PCrdd3XPEy58l/PqO3yUcZyig8u4exSUxz7cNGmxT5PsRaZxuu0zkq3g/7zntgOYd07bzBjermla4h5R9o+1r7XjdDnt8+ZNY5oufxtUupO7rLXPU4qHDZeic5F42m3vle9jhiUaPrygeLlpK0vO86JsCXe9Xtmk0wAjhOREwvnpegSkTgMMjmZmZqJ7/3Tj+e7Vl/XVl/W9d/WyB4QQQlKfX97TY2faP7/4+P5//T8vXrx4586dx48fz8zMqP4qAAAAAAAA8GpDWfidhl7rRf35a+qGYpD4PiWR/JWm69D5VZZeVOITDH2gSP5K21Xh+cvJxUWGV4reYni2naVUtNADMBWPBCsl/ITYBX7T0gUxV76Mdz0Rrp3hSZGR/JXxFoi3yRFMSCR/paUHk/hw+5ykZTM5rKm9jrOv2FQlXLlnW1rWVPZij8vytpNbFhovphjf5WsftlaFvKyF9/3ZWuNw26zCIbnOjOCo8X6Y217s5ah03dW9T7htPi2Hqnj1pRNlGqfw4NpXrGlrlhfs2RbfeQyzmhi2aC+Sr6DnPT+Z857rDmDbgqJJtt0DTPSx9rV2mi75t4B1IxpH6H2D+trJkzhwfG24VJ2L5NNuea/rgSncRc3Ho+v3SCw7W6NP76/SaYARQggNMDiYnp4e+If/69mWx6si+prL+oHf6b8hhBCSnvz5VX1VRF8V0R+VLGtsbPz666+Hh4enp6dVfxUAAAAAAAB4Mjkzu7r0hLRcsq84cdcW822i5mN8QfwCsPBdos6BrRqSaFMt3APG+hbDNX7TFWuXBljVnuULgxd/gmnM8hgv51ftWW6+k4pt7cpX2W8A431y7BNiGeRCp0o2J2neTKYXSJ4CmWhUOGzTxa6p5MVJLUuwk4sXaqo7COp9Tusb+29LK0W2Fsntz5aN4rpZ3Yfkdvg77h7mBRn/OL+HeDwq3Xd17xNuW31Ph6qXbSd7b7wwmhi56QCxN2mEz09MvNLPnp/Mec91B7D1q4STbF0LlzOP8cAUT5dkNxBtROl0OW5Q553cda39HjjOpyzX/d/jucht2oW1OdclJjau8aPczwOJPHfgVHRkjAYYISTooQEGB1NTU49Klv1JRP+TiP7idf3TKCGEkHTlr2/psfPto5Jl586d6+rqGhoampqaUv1VAAAAAAAA4Mn1+w/Xfx5+z36ZOV64SdR6JOUY02P+4peHrVeaYx+VH3sQofAOW7Y+h/AttgcLihtggqfLuXyC4UFX0geBmR9qZnn0mH3thO0K75MjmZBtxsFY76olrsWkcDPJXiBpgMW3haG6keo1lb04qWUJdnLx9EpbF+77sPARgbK1SHZ/FhzITkef+5CEBSDrUeNtQcYpmp86j0elp13d24TbjmvxR9lWX/hRtrOH6OAS7Tyme++Znt8nmDrLMeVvz0/ivOdhBzDunNJJtuzA4o+1r7V8usTrImmzSabLeYM67eSua+3pe9P7Kcu8Los8F4mmXdwAi62gfIlOHW4P54FEXj3eeK6nnwYYISTooQEGB5OTk49Klj0V0Z+K6AU39Y/6CSGEpCs/7dBj59tHJcvOnj3b0dExODg4OTmp+qsAAAAAAADAkyNfdW86cUl64d/4FD/RE7JM1aL4BXhZtcjcmrJGeMXa9pYkGmDbtq/RDCN3KZEY7q4kHuTKPdsSPTDD0u1r56sBZn+7fWymzZH4fH8NsMVtJtkLZA2wxIwl7iiT6jWVvDipZQl2csn0Gosdjq0LlzEY7hskWotF7c+me6d5P/qEQxI/PNFy1LgvSHIPMI9Hpadd3eOEW/YB4Z3z7Kvv/FHxs4fLfJoe/Zl0A8zXnp/Mec/DDiAZtts9wFwm1vIy63Ql1wBLZoNKpshlrV3nzdcpy30jejoXSUYlem9KGmAu54FEXqu6/EHLTRpghJCghwYYHMQaYN9v07/fphe16/u+IYQQkq4Ud+ix8y0NMAAAAAAAkIs+utS+qdL62CxDmydx9Vpc8Yk/qCt2qdj2LvO9RgwX1y2XwL2UEmJvMV7m31esGZ+FJ2yA7SvWNPkzyAyfsBDhpXHRIKv2LNc0w3PK7GtnvbhuvBuW++QIrrJbexWavfogWKOUbybBC6QNsEgkf2XxqoKFt6RlTSUv9rEs153ccaEOxQj3MRh3DNFaLGZ/Nj1dzvvRJ9hX5dvXPIeuCzIXYsRP6HM4Kl13dR8TLtvfHFff5aOMZw/bwWWqNCVuHhav2vhugPna872e9/wcGtJhm2bGdhM714m17Dy26XI/D4gmNpkNKp4Nt7V2nTc/G84yJ0mfi8SjEr3XUpuzL9GtAebhPJBIcc2NkroIDTCyRNL75grtia29ybx3b0hbUfpJvf7J1jztlbDqFSGZDw0wOIg1wP64Tf/jNv2nHfr/d48QQki68tMOPXa+pQEGAAAAAABy0e76K5tPXbNckTVdtJ7vOcnv5yF6MOL8LUAWGNs/muzTpBeVrW8pKkg8kyt+dytxA8z4dk2LV2fsn5D4i8sTwQTPsDM8982+duWrtMSy3vM1OeIiiOEDV65Zbux12eYkLZtJ8gKHhpD1n9KypuIXe12W204uWqhhiabFediHTU9esxZ6hKvsd38W9EXcjz7RkBxnRnTUuO4/xnkzHV/ejkoPu7qPCZcMzHTTI/OKiD5KOE7BwSW6aVO8A5dUA8zPnu95hv0eGoZhCyc5cWcpp491eAqkZLpEu4FgI5qmy9sGdd3J3dfa9XvTz4ZL/blI+A0lmQfBEqUfbvij6/fIQt46076luoUGGFkiSb4B9snWvFgDbPcrGg2wQIYGGBzEGmBPtulPtuk/btf/+11CCCHpyo/b9dj5lgYYAAAAAADIRSV1keKaG7JLs74ibmOQLAubKUVxfGBclkTyXDxCyBLKYs5F6s9jofruoooGGmBkiYQGGEk6NMDgINYA+6M2/Y/a9B+16//URwghJF35UbseO9/SAAMAAAAAALmoqKIhVN+dkuu4kjvrkOwKmylFUd+ccI/b3aQIIbmf3G6AvdvUt/5wLQ0wsojEHpv4ydY8TdM0Le/Nstjfe99coWmaFqtVLbx44Y+alr/X53vLSp9YuK9drOMleq+5AWZ7y3z2hsyLW/jjQgMsyedIktwODTA4iDXAVlzSV1zS//rm3O5eQggh6cpf35yLnW9pgAEAAAAAgFxUeLx+6/nbqbiOG8lfSbUo+8NmSlXUNyek2Vc8/0C3fcXOz18jhOR+crsBtr353tpDNTTAyCIy38F6JXyyPpw/X+2K/4d+sqz0ifkiV++bKxZur1VW+oQW2u39vWWlTxhLYytKPxG/19AAE71lvvtlegshsdAAg4NYA+wPL+l/eEn/q5v6zp45Qgghacpf3dRj51saYAAAAAAAIBetPVSzvfleSq7jcnOpnAibKUUpXxVrWakfiSj7ijVN07J5hISQ1GQx56KsOI89ta+CBhhZRBL9qvpwvpb3ZpmwcRX7b/Ntt7y+11AdW7j1l/C9hgaY+C084ZHIQwMMDmINsP94Sf+Pl/QNN/WSHkIIIenKhpt67HxLAwwAAABANhgeHg4j/crLy3cg/TZv3rwa6fe//8nTJS39qi9gE0IIISSIoQFGFpd4v2ohsRpWab7haY8nJe0rb+813a/L1ACzfmC8ASZ+i/G5kNwAjJhDAwwOYg2wJy7pT1zSX7qhv3ubEEJIuvLSDT12vqUBBgAIoObmZtXX3wNB9cX3oFB98T0QnnzySQ3p9+1vf1v1pg6EdevWqT5vBcKHH36o+ns4EJ7eeyBV9wAjhBBCCPEVGmBkcRG2uDRt4WmMC/HeALO9N3UNMONytdBu1VNHsik0wOAg1gD7D636f2jV//K6vrU71SkrWb58+fLly58u8/L6vvx1y21eyW9Iw8BIANNw8I987I0kJWl4OnYcv9WgeiT+UrznlXSchf7yuh4739IAS6uenh7V/394IHz44Yeqr+8Ewrp161RfrwyEb3/722qvvgfEk08+qXpTB4Lq81ZQqP4eDoTm5mbVvysBAAIbysLvNPQqvwBMCCGEkKClpKX/2c+qaYCRRcS1X7X7Fe2Jrb0n94YSfywrfSL+zEcP7zW2x3a/osVe4NgA04VvSbxyb8jwrEmqYESnAQZHsQbYv2/V/32rvu6avqU7pVmof8X6Hw6v/KmpbCFUsjG1YyOBS99fLPQLV+zpS/y94eAKD7soWeScL1938KfGf8riad/4lvgcZNptks3/+oerFV97D4Zly5apvvgeCJs3b1Z98T0QysvLVV9/D4Th4WHVv8oBAACA3FBU0RCq71Z+DZgQQgghQcv25ntrD9XQACOLiKiJFStyzUvc0GtvKP7H2A26PL83nJ94Y++bK7T8vS4NMNFbEn+Zr3/V0wAj8dAAg4NYA+x7rfr3WvW8q/rfdqYyG95M3EHnh+ckLztSIm5b2P3w4I9TOjwSrCT2NMPeeO7gHxpahhuUD3KJxTC9f/iLPuHfs2vaTQMTWHNksYt4/is9dr7lHmAAAAAAACAXvV3T+kbtrQxe7i1fpa3Jr5K+YNv2NdrKPdvUXY3etn2NphUXpehlqUnVnuX2SavaszxjA/C/peTz47IDkFRlUYeScJcTR7pBjfuAcTAp2jcyuSOx0yafjJ4qs2nwRQWxmgd7jktC9d1FFQ00wAj5/9m7++gozgPf8717z76cu3t35949dzZ7Ji+sfa3JnGQyk2THs3EyDD7xi+w4IQEClu3DiiTYxMIJ4WiwfTzBigkxd5wxuZm5nhssmxiLYMCKkJFQEEJNS6JFI9SAzZtekEQLq41aQtBtjdSvtX+U1F3VXVVd3Wr10931/ZzfH7hVXfXUS7d0Ur88RaweGmAwIDfAvtAjfaFH+puz0g/7c5nKV+WZvSq+0aG5gOcb3zLb/pJ9+VVPbkdICiIddV9e/PP73Xgf8Vt1lfMvzl+i+b268rK/hRDF4VV9CYg57OnTtSztd5Di4sku952X5O9bGmAAAAAAAKAY1bS7q1ov5u92b7rekvAG2OJmV1U2fYLmnWU2W8phaVhqsy3dJWxfsjxTootri5vszu/iZGEfJfNXl6l2lKnBZHRt5PNCymJbhXQlEN0s3mkq/AugYEa42T6wsclJA4wQYvXQAIMBuQH256elPz8tfalH+sGVfOXEXAlGaem+pMW6lqbUL57I2whJnqI4yz/qWqytKK63L//So/H64m1ayP4WRDwPfUvnkyvgsJuI6kupZkXq+VK9nmX+315J/r6lAQYAAAAAAIrRG2eurGty5+92Lw2wLKaEkRtgNlvZVuWZcq+8J+mVvIYGmEayO7+Lkzw1wMydUEs2wArlSiC6WbTTtH6tyC9nsfueaapaL9a0u2mAEUKsHhpgMCA3wD5/WpLz3QvS/3d58fO7pCc/Vtx/Qm9hz/2qecJqvpWH4ZF8RnExfOmXnkXayupfVhTKJZSX/S2InKj7UpHtaddXy8rKysq++jvdHTH8skqfiotS/MuWBhgAAAAAAChGb5/tX9fUu8i3eN0r75Gfh2UrW1ul7FI8u/XepOdkGTRF5he22dY2KO5hz6957nZ7w1Jb1fr460ZLaq/z2a33zv1brn3I7au1DfIa4u9NLKa9IynDmG9xzbt3ZbPuqJIjP5Jv184yVSkn3gBTTsIUL+7oHAfNw6g4QdoHX2uc8TO1fq1iVfNPD1QfnwwugPhe6B2T+Werxd+lufsGKze4osyvytz51T2wRju4oOs8aT2JjWY6krlDIR/tpKtOtZ65dpTGepTXQPJTINNfG5oDzsmF1LBUXefSKetku621VclXwi7FN0nSJyj5olKbO0pZnDvjz75q5FpfCCaPp87FoN5TvdNtal+ad5bZ7l26dm6Eip+a2rTRN1vqB1brNCkGb/prVvFptdlsNoNLWnvMmt8G+t88Rt9spi9Roy+rRc+TLedfdV6gAUYIsXpogMGA3AD73GlJzv3npMcv5SSer39zbo6f5B/Z676oqHR98RVPmlXtVdbFar6Rm+GRQsnKVxIPCvy6fZG2Mn81al6QJbi/BZES2lPF9bOwr6Cvn5PiX7Y0wAAAAAAAQDE65bnx6Ludi3l/VzlVlXyPee6OuKI55F55z9y9ar0G2LNb751/o3vlPfG77/PdlMQkPXO3sdXVKM0lNdepGNWuKpvt3rK1O5+Nl8AU71XWnrR2RHMYiYKUukaQdpKh+TWonts1f2C116k9AK1ddq+8x6YovaX2pfSPnnymdlUlTtn8v9XHxPwFIHcUqtYnFcsUu6woT9y7sln3kGpeXWmuqAxWZeb8ah5Y4x1c4HWesqq585LFSBqW2u4tkweQuOq01jPXXzH+XKg+1yauDc0B5+pCaliqqs5ozna24G0prwTFIYovYHx9LuzcaV8but+3Bt+BRvuY5mLQ2dMM9yX+3Zt68affdNpvtkxOUyZfsy9r1ArNHi5lMvjmSfOudJeomWO1aFl7yHWk7xoNMEKI1UMDDAbkBtifnZbk/HmP9N2L0uoF5njdX8T7Et+s+7bqp11fUfS5vlJnZoXKt9SUz73oWfZNzfVL3/4HuXdSsex4yqrqkuYeMzkA/ZhfYcqSZWVlZc90ZbI587s8v+T84Sp/JrHNv/gHj/j91fypxpI5OcsVy/6hJvFvxfLzhyV+USVnfit658v0cTa7v2Kv1dxeNvG1JZ8+rcOe1aYzPETpzqZBFF9BmX1mVVlxQfrc/Dftn9EAAwAAAAAAxSkQDN33ZvMi3t9VlZYUbSGtBsDLug2whqWpU6So1qy4d/y4AAAgAElEQVSclEU5pVNShSV5ydRpV5IaYPP36eW3a9UptHdEaxhJN9e1R6UZ9XYVTZqyre4MjoPWLisqIDpFNJ1xKs6Uanjy+tWH0fQFkLSwwUjib9ccns7Vlc0Vle351T6wxju4wOtcvbb4CVroSObfonOpJE2ppVk50mmA6Vwbpga80AvJsHK68G0lV4vUHxDj67M5Mdtf1ucu+drQv4w1p91Ku4/aA0vdU8XpzmZfUlpKS3eZ3XT6b7a0p0n3Wk3/MUxqgJk/XGlORNoPflaXqKljtWhZsa+9f+IWDTBCiNVDAwwG5AbYZ11SPH/jlr7zQdbxLP2mqmVxd51qgfs26v5IP113J95Uc1/yeuZemYuiFKJav0EFZ2NXNntqeoXf+M8VuksmDd4w5ndZueRSja1XLG0Tur9p61BlZWXfrPtGbs+yYrUp49Q4IMoLVS2xsNnjbHp/xV6rOb5s2hI10L/4zx6tyyPzI5ntITJzNg2ivKRNf2tp5O5eSflNSwMMAAAAAAAUqeV7W7d2X1+km7vJBQtlyeOenSvXJj/KylQhQ2NJ5S355JlatJfUaR4k7sRr3KdXzQuVeEyYxo7oPE8w6aa7xvg1o1xbYrIWRZtEs5qQMgCtXU55hqPJ45zc6UmdcEh5fExfAIonkWnOj5U6VK3d17u6jK+oTFaV/vzqHFijHVzgda730ctmJFoTj+msJ6kBpppKKvWZoWauDc0N5fBCUnyItGugOdhWcrUopT6le30qZmPK/txpfwcmb1H/eku7j9oD0/oC0WhTmd8XrQaYyU2n/WZLe5pe1vx1YO5jmNToMn+40p2INB/87C5RU8dqcbK9d3xZ7WFJkmiAEUKsHhpgMCA3wP7UJSmz7Kz0yPsZZ1lyzaLiq8fUy+xJ9Da+sMNjes1dfxV/2yN1D7wvPXKs7gs661GMoWaZ7sCSJJbMdk91V/jADoM6VFnZxi6zG81glxWHS8df7RG5v2mWie9jjs9y0no8X31k/lX5otI61IYrMXucze6v4Gs1x5eNYq+V3wOahz2zTWd2iMyeTXMH0PwHNiX3uKWkr1kaYAAAAAAAoEhtbnFtOn5lsW7xKh8R6E50Dp7deq/NZkste5lvgKnXPH9fXPM+veaSaRtgiXfFb7prtFu0d0S7LpAyB1jqqDSPYfJjueamgTFqgOkdh8wbYHrjVJ2p5p1l9+x8dleVsrmSchhNXQCKkWiVG1LLK3q1LYOV611R5ldl4vymObBaO7jQ61zno5TNSLR2ylwDTKMF+LJOA0zv2tDeUO4upPm337tyq84EVAvfVtoGmM56nt16r03xYc/m3Jm/jPUaYCb2MXcNMNPXYQE2wPQ/hrlpgJn/5snw9CXtu8AG2JbOocp6h0QDjBBCaIDBgNwAK3NJyvypS1p6Vio/bzqtdZ9PKlZUdaUs5vlKvPxRVrM0u5VXdZWfl5ZWxf+74iutRkuqF9bxSN3XzQ8moxWmHha1L+3JYqPpdjndRpPXkP/9TbfY53d4cn+Wy8pUV51iJaqzsCftfF3zKzF/nM3tb4FfqxleNooPu3LMmoc9k01ndojMn8203zxlGR98Ze7ulZK+Y8togAEAAAAAgKL19tn+dU29i3aLN/m+uKK4o7h7rZ5lR/MpkMoeQNKMU4l3qe5eGy6pvU69Bpi8pNZimjuiPYykLlfaUSlv26v7Yc07y2w2my1573SqCcrjkLLLyhbIriqbdglDo/WlPlPulfdULV2rWYDI7AJI3Wgiiof3KZ6Gqbf7BitPf0WlWZWZ85vmwGp2/hZ4navWllg4i5EkX6gpDcLEelRvV1ZJ0jfA9K4N3Q3l6EKaP2g2rQnAcnPRGleL9Nazqyp5SFmeu5RrQ3uLWtebyX3UHJhxiWqBnwjNB0cabDr9N1smDbAMvmaTL37dwRh3rTL65kl7aRlfomaO1eLkyZbzrzovSDTASLb5VbUtrsKe+RpGfny37ctbRkwtfKD2y7ZkK3+V2bayGiSxSGiAwYDcALvrlJSavzojff1c+vzty+opjh6p+1vNJY8m6hSff9ljZs2p6//iW9LXz3V9Mf7fVV06S1bcfTR1bDX3JBZOrCTrwaRdYep45NxTlel2s97lxBlRvK4cttD9Nbokst1l1eXnuTtROlSt555EkUixU0eTGz9/m/L6F9/SuezNHGfDj0DBXKumd8cgWkdM77Cb33RmhyiTs5kS9ZVTpv+1li7LzkpfOK3x7XrXKRpgAAAAAACgWJ3y3Hj03c7FvMvbsDR+s+yee9V33OOva/aKdFaimq1E9fakslRSTytlchSNdWpN+qJ6+KPqCYxunR0xGobilr/GqPQaYJoTVikeyKgw3y3QGoDOLsdfUc2zZTTO5DOV9J/qAoTZCyAxEr0Z0XZV2dRv0d59nasr7RVldlXmzm/qgU2/gwu8zhVJKl1lNpKUokni+k++VBQDVl+6JhpguteGzjWZuwvJrTsLYG4uWuUB1P/8plxUKompszI+d4bfgbbkL5z4+vXGprlFjXOUpkSVxSdCeXVls+nkxQyu83SDz+RrNvGRMRpM2tm2zH/zGL4r/SVq5lgtTtYech3puybRACPZ5lfVtrtrf+uQjjikHRW2+L9NJ9MGWPmPD4jeZVKyoQEGA3ID7M5TkmbKXNKXz0hfdUt/o5Ov/ELVybjb1JIVX/qD7mKpuftp9fp3Kx4luVu5pOdLimmHvuKW/uYPdZ+LL/p019xiu9XTAsVfN5MMV6g6OBltKCnmd9ndlfTMu8/9wpN8GOeWFL+/RpdEVmc5vrPp1qM4Solxqg6dcqPJV2C2x9lofwVfqzm9bFR7qvxOSH/YjTa9gD1Kdzb1Bp/VkY+vxy39ZY/0n3S+Wu+kAQYAAAAAAIpWIBgq39OyvXc8P3d8CVl48tlRIKUY7YnTSIFF+wmnpGSyfO+xkamARAOMZBtFA+yIw74y44YWDTBSOKEBBgNyA+yObsk4f3pK+sLplDTVfTZektjQpbFAIp7PfSNRvPic0ZJpNvG5DTrrUSz52Z97VEt+o+7zyvXMqfhck+lhnJayWWHKMvLAMo35Xf7CGzXam0tdUvz+Ki6Jb9R9PttdTiypdQWqdiH+euIoJXbh8z+vSH3xC6elL5zu+rPU3cnmOJvbXyHXak4vG9WeKk+K1mE3v+mM9iizs6k58jmZfFnFt35auutUmm/UO7ppgAEAAAAAgCK2scm52T4g/GYwISajPfkNISaT+mRVUoihAVbKecHpWbWvTf4jhAYYySq/3VKeaIApG1qKJzbOFbyUXbFfVdts1TscUlIDbEdFfL48raaXTgPst1vKbRX2324pV79x5Md322w25bRkIz++e+6pkabfQiwVGmAwIDfA/u9uKYvc+VSiJ3FnmoW77irTX3jXXAvkrl1J7/Lc9XCi4XFXo3o9T3WpBvNShWrJxrrkioiiLHJXY+b7m90KNd6V9ljpHzrjXVYdLtXCKUsWwv4q9uslT5a7nNic5pA0N6E4Sg/X3Zlui/GLU7GJ7I6z/v4KvlZzetmot674RGsedtObzmyPMjqbOsdB4+sox6EBBgAAAAAAiteRvmtrD7mE3w8mxFyYwIksKPpPmyUFFRpgpZzvN599veeK/EcIDTCSVeQq1RGHNFefkv99oPbLNkXX6u7a3yZ1xTQbYIkXlatVRNEqm1Nhn1t47t/2lXPbjf9DOnKg9stz2028aPotxFKhAQYDcgNsSbeUeVQ1iwwWLqu4s1Hxo12KSYAerrsj8RbPnYpCxl0veZIWvmuXcv2KhR+uu6NbuuOllEe5mRqnbha0wl3qZ9WV1dxhftOmd3lJY91d2ptIWbIQ9lfRxVFdD1meZdObUByluYvKaIvSHU+ptpi0hgyOs/7+Cr5Wc3rZLNE7KZqH3fSmM9ujjM6m5nHIZH+zDg0wAAAAAABQvHgQJCmuMAcYWUi4fookDUuZqq10E38EpEQDjGQZxaxd8am8FFUwRZdrR0XiRc0GmM4CihjMAZboeJX/+IDilV9Vx4tiyQ0wU28hlgoNMBiQG2Cf6ZYyTkp7Q/XTuRJG/PWuO9XVjfiSS9Tdjrte8qSsPLG8YuGKOxu1B3PXS57PqNtjGsPLODlYoXJP79yVxbuMd1m1/rnDqLNkIezvHU/prtz8LhusRO+nmitXLKneovI4aFyEGRxn/aEKvlZzetloHzG9w25605ntUUZnU5G576hMdnZBoQEGAAAAAACKGg+CJIQQQkgeonwEpEQDjGQZVW1rLorJtBQNMNW0XhoNMNXjIDNugKnGIK+qdqXNZlOMJF72yuQtxFKhAQYDcgPs004p4xxSl7TKau6Y+5Gy7FVx56G55RW1jLKysrI7fzO/nt8kzReV4qmu+EZVNRrFYFT9kkNJYyi76yWPevDxn6pWYpiMVhgvmiR2Xz141evGyWqX1fulOMKJwy54fxXrV5zfDHdZXQx6uG6JzvgVm1BNLrUk9UXVzmq+nt1xNthfsddqbi8b1deC4l2ah938prO7Gs2cTZGhAQYAAAAAAIoaD4IkhBBCSB6ifASkRAOMZJncNcCkHRXqBljqcxgzaYAp5iRTDsyoAab1FmKp0ACDAbkB9imnlHnUJRttNUviy6c0ve56yfMpp/Qpp+eOhzXfq1xGSrvknIfrPm12bPGFc7Wzcyv8tOYT67LcruldVh7ep7qUK1miaGLdcagw9ldd8clyl1W7ZiSxiUOqyaUy2GJ8+eyOs9H+irxWc33ZKN+l+OxrHvYMNp3RIcrkbKacoJSzs4ihAQYAAAAAAIoaD4IkhBBCSB6ifASkRAOMZBmtBpjqxR0Vtrmyl7LUpdUAUyygng8sHrMNMOm3W8qVU4jNd8sMGmA6b9GcioyUbGiAwYDcAPukU8oi6ao/FXccUi5vqpmh/3bpkyaKIHe95JEXNtMNuvM3Geys+RWmWzJ1vwxidpeV50K9X4rD/nDdpwtif5VXQs2SbHf5k07pk2knkEsaQGJ51ahMNcme6sr2OBvvr8hrNdeXjWqqs8TrWoc9o01ndIjMn83UqyhxaS1+aIABAAAAAIBit7nFten4FeE3hgkhhBBSqnm+a+SxA3blnx80wEhWUU3clYhdfpyizWZb+auRH98tTwk2N8/WvJQG2FwNS38urgO1X9bqY6XWuZSrUqzNqAGm/RYaYNYKDTAYkBtgf+KUssun9coWT3VpLJ/84EhDD9d9yvzm5lTccSi+sHGRqObTGe+s6RUa1ZIy3q65XVaVZj6lM+y7XvIUxP6qZ4TKdpdNLqw6IImFk46SmSvzqa4sj3O6/RV3reb6slE/AlLjHCW2kummMzlEZs9mykiyOdTZhwYYAAAAAAAodv0Tt1bsaxd+b5gQUhhpWGq7d2Wz7gLPbr3Xds/OZ+P/tlWtz3wlC1iYEFKUebz+ZMfwmPLPDxpghBCrhwYYDMgNsP/rpJR9GlR9i7t+5jG/cBpPdqWu4U9+ljTxWMWSn801kO74TcrmUstJD9f9yUJ21uQKU3dzAds1s8uffnK+wpL89q479A+moP1NP6QFnuW7fuaZX4PqgGi+mDyqMtWRnHvL/FCzOs7mToGIazXXl83cu5K+BDQPezabzuAQmTqb6uFVLGlYwNHOPDTAAAAAAABACWAaMELIXJp3lmmXuuaibIBlvZLsFyaEFGFSJwCTaIARQggNMBiQG2CfOCnlMyn9nrn6xaeeTH71rp958jw2QgjJQ2iAAQAAAACAEsA0YISQudAAI4TkOqkTgEk0wAghhAYYDMgNsP/zpFQY8Sx5OLkEdsdvhI+KEEJyHBpgAAAAAACgNDANGCElErlQ1byzzGazrW14eVeVzWYr2+qe++muKtu8xItu98p75l9cW6XoYyVeVz35UfnvtQ1ZrER/YUJIqUVzAjCJBhghhNAAgwG5AfbHJ6WCSdLj28rKnuwSPSRCCMlxaIABAAAAAIDScMpz49F3O4XfJyaELDS7qmy2e8vW7nw2XgJLTLLVsNRmW7rL97JbOfOWe+U98TaYXMxKvD5X8GreWWa7d2Wz72V1A2z92vkFMluJ3sKEkBJMZePphkvDqX940AAjhFg9NMBgQG6A/ccuKaOkPMMRAEpZpl+SaUMDDAAAAAAAlIzHDtif7xoRfquYELKg7KqyyUUrVfHr3pXN8o/iXav5NpjqRd/Lu6rkgtezW+9NvK54UKN2AyyjlegsLP7QEUJynRrX2LfqWoORaOpfHTTACCFWDw0wGJAbYP9Hl5RRRJcxACCvMv2STBsaYAAAAAAAoGRcuHFz1Tt24XeLCSELSrxolZhza67spSxv6byY6GMp5vcyaoDJU3lltBK9hcUfOkJIrrO2wXl0YFTzrw4aYIQQq4cGGAzIDbD/0CURQgjJW2iAAQAAAACAUvILx7mnWy8Iv2FMCMk+iULV/NRfbvfKe+an+1I1wOYnBkvqY9mq1mfYAMtsJToLiz90hJCcZ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/>Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com0tag:blogger.com,1999:blog-3588533791261037617.post-80180968616061646662012-03-18T18:51:00.003-07:002012-03-21T15:58:29.823-07:00El trío<span style="background-color: transparent; color: black; font-family: Calibri; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
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<span style="color: #222222;"><span style="font-size: x-large;">Ésta fue la mejor semana del trimestre pero
emocionalmente la más confusa por muchas razones y circunstancias
que trataré de explicar.<o:p></o:p></span></span></div>
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<span style="font-size: x-large;"><span style="color: #222222;">Lauro<span class="apple-converted-space"> </span>me invitó a La Frontera el
jueves. Me sentí incómodo y nervioso, pero</span><span style="color: red;"> </span><span style="color: #222222;">acepté. Lo hice<span class="apple-converted-space"> </span>sin
pensar<span class="apple-converted-space"> </span>para salir de esa
situación. Para mi buena o mala suerte, el martes lo encontré cerca
de la biblioteca. Me explicó que la visita a La Frontera era para olvidar los
problemas y el rompimiento de su relación con Dayan. Me alegré al saber
que ella no nos acompañaría. Me tranquilicé porque solo íbamos<span class="apple-converted-space"> </span>a ser Lauro y yo. La situación
era perfecta para saber qué sentimiento había despertado Lauro en
mí. Emocionado esperaba que<span class="apple-converted-space"> </span>llegara jueves.
Sin contar este suceso mi día transcurrió tranquilo.<o:p></o:p></span></span></div>
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<span style="color: #222222;"><span style="font-size: x-large;">El<span class="apple-converted-space"> </span>miércoles recibí una llamada muy
temprano de Dayan. Quería que nos viéramos para hablar, a lo que
contesté que no podía. Ella insistió que era algo importante para los dos.
Me quedé tieso. No sabía qué decir y tuve que aceptar porque me
dejó intrigado. ¿Que podría ser tan importante que nos involucrara a los
dos? Nos quedamos de ver a las tres de la tarde en donde nos
conocimos por primera vez. Después de la llamada me dirigí a la
UAM-Azcapotzalco para mis clases.<o:p></o:p></span></span></div>
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<span style="color: #222222;"><span style="font-size: x-large;">Llegó la
hora tan esperada para mi cita con Dayan. Mientras me acercaba al lugar la vi a
lo lejos con una rosa en la mano. Me acerqué muy lentamente con<span class="apple-converted-space"> </span>miedo hacia ella. Tuve ganas de
salir huyendo pero ella no se lo merecía. La saludé como siempre. No pude
decir ni dos palabras cuando me robó un beso. Era lo que siempre había
querido y soñado, pero ahora no sé por qué pero<a href="" name="136377160dc7f355_id.3837c7c79c44"></a> no significaba nada. Lo peor
fue cuando me pidió ser su novio, dándome la rosa, tuve que decirle que no
porque ella era mi mejor amiga y que no la podía ver como algo más. Trataba de
explicarme que lo de Lauro había sido un error, que solo fue atracción física.
Yo le dije que sentía algo por otra persona, que además vería el
jueves. Se quedó callada y no tuve otra opción que salir corriendo.
Traté de sentirme mal pero no pude. Mí encuentro con Lauro me tenía
emocionado.</span></span><span style="color: #222222; font-family: "Calibri","sans-serif"; font-size: 11.0pt;"><o:p></o:p></span></div>
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</div>Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com1tag:blogger.com,1999:blog-3588533791261037617.post-50343164820147947992012-03-11T16:57:00.005-07:002012-03-18T19:06:48.834-07:00¿Què amistad?<br />
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<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;">Está muy cerca el fin del
trimestre. Todo va bien en lo académico. Los lazos de amistad con algunos
compañeros van mejorando conforme pasan los días. Por muchas situaciones nos
hemos estando uniendo. Aunque somos muy diferentes hay algo en nuestras
personalidades que nos hace compatibles.<o:p></o:p></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Por otro lado està Dayan con su
novio Lauro. Él hace un esfuerzo para llevarse bien conmigo. La diferencia es
que ahora que lo conozco, ya no me cae tan mal. No es mala persona. Se puede
decir que me agrada hasta el momento. Tengo que reconocer que es guapo, o al
menos tiene lo que a las mujeres les gusta.<o:p></o:p></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Mi amistad con Dayan va muy bien. Ahora que la conozco más, es una persona impulsiva, porque habla sin reflexionar; arrebatada, porque se precipita
en sus comentarios; enérgica, porque tiene tiempo para todos sus amigos; distraída, porque piensa que sus amigos deben tener tiempo para ella y, màs que nada, es mandona
porque las cosas se deben hacer como ella dice. Todos estos son sus defectos, que son pocos en comparación con sus virtudes. <o:p></o:p></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">¿Estoy enamorado de Dayan? Me lo pregunto porque solo la puedo ver como mi mejor amiga. Todo hubiera sido más fácil
si no hubiera estado Lauro. Creo que Dayan no es la pareja que busco. Estoy
seguro de que ella ya no es quien me gusta.<o:p></o:p></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Después de conocer al chavo de La Frontera he comenzado a
reflexionar acerca de lo que quiero. Ya no siento nervios cuando estoy junto a
una chica linda. Antes, Dayan me hacía decir tonterías y ya no logra hacerlo.
Me gusta platicar con ella pero ya he dejado de ver sus labios e imaginarlos junto
a los míos. <o:p></o:p></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Hay alguien nuevo en mi radar. Estoy seguro de que puede ser
muy bueno para mí. Es mucho más grande que yo, casi duplica mi edad, pero eso
no me importa. Es la persona más inteligente que conozco y eso es lo mejor que
alguien puede ser. Quisiera poder decírselo pero sé que dirá que no. Está casado y, además, parece que ama a su pareja. Tendré que conformarme con verlo
entre semana y si es necesario saltarme algunas clases de Redacción
Universitaria, me las saltarè.<o:p></o:p></span></div>
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<span style="font-size: large;">¡Me gusta!</span><a href="http://www.blogger.com/blogger.g?blogID=3588533791261037617" name="id.79a1c2a3c90d"></a><o:p></o:p></div>Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com1tag:blogger.com,1999:blog-3588533791261037617.post-858981725037933242012-03-06T09:51:00.001-08:002012-03-14T13:13:43.922-07:00La Frontera<span style="font-family: Times; font-size: x-large;"> </span><br />
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<span style="font-family: Times; font-size: x-large;"><span style="color: black; font-family: "Cambria","serif";"><span style="font-size: large;">El miércoles mi amigo el Panda organizaba una visita a La Frontera. Para él es un lugar de diversión, donde los problemas de la escuela terminan mágicamente. La cordial invitación fue para Diego, Nohemí , sus dos amigas y tambien para mi. Todos confirmamos la invitación el mismo día. Solo quedaba esperar que fuera viernes.</span></span><span style="color: black; line-height: 115%;"><br /></span><span style="color: black; font-family: "Cambria","serif";"><span style="font-size: large;"> </span></span></span><br />
<span style="font-family: Times; font-size: x-large;"><span style="color: black; font-family: "Cambria","serif";"><span style="font-size: large;">Nuestras obligaciones en la universidad habían terminado. Todo estaba listo para unas buenas <i>chelas</i>. Nos encontrábamos en el punto de reunión acordado. Para nuestra sorpresa el organizador de la visita a La Frontera no llegaba. Era como celebrar un cumpleaños sin el festejado. Después de media hora de espera decidimos ir sin él. Ya habíamos desperdiciado mucho tiempo.</span></span></span><br />
<span style="font-family: Times; font-size: x-large;"><span style="color: black; font-family: "Cambria","serif";"><span style="font-size: large;"> </span></span><span style="color: black; line-height: 115%;"><br /></span><span style="color: black; font-family: "Cambria","serif";"><span style="font-size: large;">Yo, inocentemente imaginaba que el bar de La Frontera era un lugar amplio, con aire acondicionado, baños decentes y suficiente personal.</span></span><span style="color: black; line-height: 115%;"><br /></span><span style="color: black; font-family: "Cambria","serif";"><span style="font-size: large;">Llegamos en menos de cinco minutos. Al parecer, yo era el único del grupo que nunca había estado en La Frontera.</span></span></span></div>
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</span><br />
<span style="font-family: Times; font-size: x-large;"><div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="color: black; line-height: 115%;"><br /></span><span style="color: black; font-family: "Cambria","serif";"><span style="font-size: large;">Era una casa azul de dos pisos:la planta baja y el primer piso estaban adaptados para funcionar como bar. En la planta baja venden garnachas y cerveza en pequeñas periqueras. Esta parte tiene más ventilación pero cuando se llena es lo mismo que el primer piso.</span></span><span style="color: black; line-height: 115%;"><br /></span><span style="color: black; font-family: "Cambria","serif";"><span style="font-size: large;">Al subir las escaleras me encontre en un caos total y eso que era la una de la tarde. La temperatura del cuerpo empezaba a subir por lo pequeño del lugar. Para nuestra suerte solo había espacio en el fondo pero cero ventilación. </span></span><span style="color: black; line-height: 115%;"><br /></span><span style="color: black; font-family: "Cambria","serif";"><span style="font-size: large;">Nos que dabamos en el pequeño espacio y mucho antes de llegar empiezaron con la idea de que ya habia que cooperar para las cervezas porque el calor era demasiado y la sed aumentaba. Bailar era imposible pero no faltó el valiente que lo intentó. Nuestro grupo se caracterizaba en seguida por los <i>fondos</i> que las amigas de Nohemí pedian y obligaban a tomar. Las cervezas se consumieron como si el calor de nuestros cuerpos las evaporaran. </span></span></div>
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<span style="color: black; font-family: "Cambria","serif";"><span style="font-size: small;"><span style="font-size: large;">No me quise ir porque sentí algo por un chico muy guapo. No soy <i>gay</i> pero tengo que admitir que era bello como él solo.</span> </span></span></div>
<span style="font-size: large;"></span></span>Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com1tag:blogger.com,1999:blog-3588533791261037617.post-48816468851372335122012-02-28T15:30:00.000-08:002012-03-06T18:42:45.593-08:00El circo<br />
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<span style="font-family: Calibri; font-size: large; white-space: pre-wrap;">Querido diario:</span></div>
<div style="text-align: right;">
<b><span style="font-family: Calibri; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: large;">24 de Febrero del 2012</span></span></b></div>
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<b><span style="font-family: Calibri; font-size: 15px; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></b></div>
<div style="text-align: justify;">
<b><span style="font-family: Calibri; font-size: 15px; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></b></div>
<div style="text-align: justify;">
<b id="internal-source-marker_0.6356550366617739"><span style="font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: Times, "Times New Roman", serif; font-size: x-large;">Llegó el fin de semana y también el circo a la colonia. Tendré que esperar para que sea sábado para poder ir. Me consume la emoción y no sé porqué las horas pasan lentamente. </span></span></b></div>
<div style="text-align: justify;">
<b><span style="font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: Times, "Times New Roman", serif; font-size: x-large;"><br /></span></span></b></div>
<span id="internal-source-marker_0.6356550366617739"><span style="font-family: Times, "Times New Roman", serif; font-size: x-large;"></span></span><br />
<div style="text-align: justify;">
<span style="white-space: pre-wrap;">Desde temprano me pregunto con quién voy al circo. Estaría bien con mi papá. Me encantaría hacer lo con Dayan, pero no creo que acepte ir porque un circo es normalmente para niños. Espero que siga siendo el mismo lugar mágico al que iba cuando era niño.</span></div>
<span style="font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><div style="text-align: justify;">
Muchas preocupaciones me invaden pero de lo que estoy seguro es de que quiero ir. ¿Tendremos todavía la inocencia necesaria para disfrutar el circo? Recuerdo que de niño era un lugar lleno de diversión, de alegría infinita y donde lo más triste era cuando acaba la función.</div>
</span><span style="font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><div style="text-align: justify;">
EL circo es pintoresco, lleno de gente anormal, y tiene el poder de transformar un triste terreno baldío en el mejor lugar del barrio. Recuerdo que siempre me daba cuenta de su llegada gracias al desfile de todos sus integrantes, donde la imaginación de los niños era el límite un hombre ponia en riesgo al transformarse en un domador de bestias felinas. Una hermosa mujer con problemas de hormona imponia por su abundante barba de un colorido extravagante. </div>
</span><span style="font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><div style="text-align: justify;">
Dentro de la carpa los animales exóticos son la mayor atracción para el público: donde los elefantes impresionan por su gran tamaño, los camellos escupen a todos, las llamas son hermosas y raras; tigres, causa de miedo; los leones, los reyes del barrio, y los ponis juguetes.</div>
</span><span style="font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><div style="text-align: justify;">
Los hombres se pueden maquillar. Eso me provoca envidia porque pueden cambiar su aspecto gris a otro anormal, con más color. Se trata de un lugar en que la ropa común no es normal y los zapatos son enormes. En el circo todo es colorido. El propósito es dar alegría y lo cumple porque todo está perfectamente montado.</div>
</span><span style="font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><div style="text-align: justify;">
Aquí unas cuantas personas con acondroplasia son normales y muy importantes para el espectáculo y con siste en dar alegria.</div>
</span><span style="font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><div style="text-align: justify;">
Son un grupo de expertos acróbatas que hacen piruetas en el aire y logran imponer el silencio. Ellos son la mayor atracción del espectáculo por sus difíciles proezas porque ponen en riesgo sus vidas.</div>
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</span>Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com0tag:blogger.com,1999:blog-3588533791261037617.post-7427958090337390532012-02-21T11:23:00.000-08:002012-02-26T14:37:59.506-08:00Percepción de la vida<br />
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<span style="font-family: Calibri; font-size: large;">12 de Febrero del 2012</span></div>
<span style="font-size: large;">
</span><br />
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<span style="font-family: Calibri; font-size: large;">Querido diario:</span></div>
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<div style="text-align: justify;">
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">Esta semana estuvo muy bien. Sigo
platicando y acompañando a Dayan. Es especial y ahora lo sé por todo el tiempo que me dedico a ella. He vuelto a creer en una vida color de rosa, pero tengo bien
definido que solo es mi amiga y es lo que necesito en estos
días. </span></div>
<div style="text-align: justify;">
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">Se acerca el 14 de febrero y
trataré de regalarle algo hermoso que quite importancia a lo que Lauro le
dé. Tengo una revolución de sentimientos que es nueva en mí, y sinceramente
no sé cómo controlarla. Creo que solo se compara con los sentimientos que tengo cuando toco el campo de fútbol americano que trataré de explicarte:</span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">“</span></span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">Pasando la puerta de los vestidores se termina la </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">realidad y se
convierte en un mundo perfecto que </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">solo dura dos horas. </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">El olor del pasto
mojado llega </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">a mí. </span><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">Las emociones de competencia me invaden. </span></span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">Me encuentro
en mi santuario, en el único lugar </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">donde no existen los problemas. Estoy </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">en </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">un momento de paz. </span><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">El competir para ser parte del </span></span><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">grupo es mi único
pe</span></span><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">nsamiento.</span></span><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"> </span></span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">Todos los músculos </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">de mi cuerpo se relajan. Es algo mágico. Creo
que </span><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">estoy en paz conmigo.</span></span><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"> </span></span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">Los nervios me consumen </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">pero en comparación con la
paz que me da este </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">l</span><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">ugar, solo son una sombra en mi camino</span></span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">.
El estar </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">parado aquí es una ganancia por mi pasado de </span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">drogas y alcohol.</span></div>
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<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">Desde el primer día que me invitaron a
este lugar, no he podido alejarme por mucho tiempo. Aquí me han enseñado
principios, reglas que he adoptado y en las que creo fielmente. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ7zX13gTKhfR2K10O1KMwADA3vUo_MFRZiojHnuxGfDKcg7hyoeJQYKGW5WfbV6Po4eJzUXBaHYS5QPgERx305Q_7DouUe9ZA7-DAcl2OylXd8A_I6DfTPh8baw3Nls24hd1HKQ9QcGyr/s1600/s" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: justify;"><img border="0" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ7zX13gTKhfR2K10O1KMwADA3vUo_MFRZiojHnuxGfDKcg7hyoeJQYKGW5WfbV6Po4eJzUXBaHYS5QPgERx305Q_7DouUe9ZA7-DAcl2OylXd8A_I6DfTPh8baw3Nls24hd1HKQ9QcGyr/s400/s" width="400" /></a></div>
<div style="text-align: justify;">
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">Es una disciplina muy difícil, pero que alcanza un
estilo de vida muy hermoso. El trabajo
es constante y hay que dar todo en el campo. La perseverancia es lo único que
me mantiene aquí. Por ser un hombre mediano, tengo que trabajar más que los otros. </span></div>
<div style="text-align: justify;">
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">La adrenalina me consume y hace que saque lo mejor de mí. Pareciera que
soy el mejor, aunque no es así. El respeto hacia este lugar me hace dar el mayor esfuerzo a cada minuto”.</span></div>
<div style="text-align: justify;">
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><br /></span></div>
</div>
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</span><br />
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<div style="text-align: justify;">
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">Así me siento con Dayan. Ella es
la que provoca esta revolución de sentimientos. Mi mayor cualidad es la paciencia y seguiré
siendo su amigo hasta el momento en que llegue a explicar estos sentimientos. Seré solo su paño
de lágrimas. Aunque la situación no me gusta, es lo único que puedo ser para
ella por el momento.</span></div>
</div>Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com1tag:blogger.com,1999:blog-3588533791261037617.post-28094395711591907112012-02-12T17:17:00.000-08:002012-02-13T12:59:57.997-08:00¿Inicia bien el trimestre?<br />
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<span style="font-family: 'Times New Roman', serif; line-height: 115%;">HOY 5 DE FEBRERO
DEL 2012<span style="font-size: large;"><o:p></o:p></span></span></div>
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<span style="font-family: 'Times New Roman', serif; line-height: 115%;"><span style="font-size: large;">Querido diario:<o:p></o:p></span></span></div>
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<span style="font-family: 'Times New Roman', serif; line-height: 115%;"><span style="font-size: large;"><br /></span></span></div>
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<span style="font-size: x-large;"><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif;">Creo que el trimestre va mejorando. </span></span><span style="font-family: Times, 'Times New Roman', serif; line-height: 115%;">A comparación de
la semana anterior que fue el inicio. Ya no me puedo quejar, conocí alguien y
es especial.</span></span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;"> ¿Por qué? Conocí a Dayan. En una situación muy extraña lo se y eso para
mi esta bien.</span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><br /></span></span></div>
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<span style="font-size: x-large;"><span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif;">Regresaba de la cafetería y para variar andaba
tragando moscas. E</span></span><span style="font-family: Times, 'Times New Roman', serif; line-height: 115%;">n fin, choqué con ella o más bien ella se estampó sobre mí. Y ella en lugar de estar preocupada, desde el suelo me preguntó “¿Estas bien?” a lo que
solo pude responder “¿Soy Rubén?”.</span></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; line-height: 115%;"><br /></span></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; line-height: 115%;">Me sonrió a pesar de
que la había tirado, y empecé a sudar de lo nervioso que me puse. La ayudé a
levantarse, y cuando toqué su mano sentí algo muy raro, y soñé despierto.</span> Y
aunque trate de explicar qué sentí en ese preciso momento, creo que todavía no
puedo.<o:p></o:p></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; line-height: 115%;"><br /></span></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; line-height: 115%;">Me soltó y me dijo
“Hola, Rubén. Me acompañas a la biblioteca”. Le respondí “Jamón de puerco”.
¡Sí! Y dije eso, y no, no lo pensé y estaba tan impactado con la
belleza de Dayan que no sabía ni lo que decía.</span><span style="line-height: 115%;"></span><br />
<br />
<span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;">En fin y la acompañé hasta la biblioteca, donde me
presentó a su novio, un tal Lauro. No recuerdo sus apellidos. </span><br />
<br /><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;">Él era más feo que el hambre y un policía juntos, feo como el
frío en la playa, pero a ella eso no le importaba y pensé “Yo también soy feo”.
En ese preciso momento Lauro le regaló un anillo de plata.<span class="apple-converted-space"> </span></span><br />
<span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"><br /></span></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;">Ni modo y así es la vida. Gané una buena amiga y trataré de platicar más seguido con ella.<o:p></o:p></span></span></div>
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<span style="font-size: x-large;"><span style="font-family: Times, 'Times New Roman', serif;"><span style="line-height: 115%;">Lo segundo que marcó esta semana fue que ya empezó la </span><span style="line-height: 27px;">temporada</span><span style="line-height: 115%;"> de tocho bandera y volví a ver a mis compañeros de equipo. </span></span><span style="font-family: Times, 'Times New Roman', serif; line-height: 115%;">Empiezo otra temporada bajo los colores de los
escorpiones. </span></span></div>
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<span style="font-size: x-large;"><span style="font-family: Times, 'Times New Roman', serif; line-height: 115%;"><br /></span></span></div>
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<span style="font-size: x-large;"><span style="font-family: Times, 'Times New Roman', serif; line-height: 115%;">Estoy lleno de alegría y emoción. Y al terminar el día no hay nada
como la primera victoria del equipo. Se ganó contra un equipo regular.</span></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; line-height: 115%;"><span style="font-size: x-large;"><br /></span></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; line-height: 115%;"><span style="font-size: x-large;"><br /></span></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; line-height: 115%;"><span style="font-size: x-large;">Pero nos vimos como un gran equipo. </span></span><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">Eso para mí es
ganancia porque la temporada pasada no tuvo el final que me esperaba.</span></div>
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<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;"><br /></span><br />
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">Espero que
sigamos así para poder quedar en los primeros lugares y llegar a ser campeones.</span><br />
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;"><br /></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; line-height: 115%;"><span style="font-size: x-large;">No espero menos porque estoy acompañado de </span></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">buenos
tipos, que saben hacer lo que les corresponde para ganar.</span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">Hay que seguir adelante para ver que me depara el </span></span><br />
<span style="font-family: Times, 'Times New Roman', serif; font-size: x-large; line-height: 115%;">futuro.</span><br />
<span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><br /></span></span><br />
<span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><br /></span></span><br />
<span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;"><br /></span></span><br />
<span style="line-height: 115%;"><span style="font-family: Times, 'Times New Roman', serif; font-size: x-large;">"Go Escorpiones"</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIrRsj5z9PDuzB2KZi2iCnl3Z94YtlfatgRAWp1T3uMpzKQsOgX1Xp6YBagaDsY_JqxJaJV7KlHvVVTlPqQQ3qZJhJ_F9nUg34TU8936S6yd2TlrijUqL8nvMBTy6PBKuZJLcgLCHMP1D3/s1600/197264_10150112154888877_731238876_6690466_2617638_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIrRsj5z9PDuzB2KZi2iCnl3Z94YtlfatgRAWp1T3uMpzKQsOgX1Xp6YBagaDsY_JqxJaJV7KlHvVVTlPqQQ3qZJhJ_F9nUg34TU8936S6yd2TlrijUqL8nvMBTy6PBKuZJLcgLCHMP1D3/s320/197264_10150112154888877_731238876_6690466_2617638_n.jpg" width="320" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com0tag:blogger.com,1999:blog-3588533791261037617.post-42219587651684096122012-02-07T16:14:00.000-08:002012-02-12T16:19:30.398-08:00Reinventado el trimestre<br />
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<span style="font-size: x-large;">Hoy 29 de Enero <o:p></o:p></span></div>
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<span style="font-size: x-large;"><br /></span></div>
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<span style="font-size: x-large;">Querido Diario:<o:p></o:p></span></div>
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<span style="font-size: x-large;"><br /></span></div>
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<span style="font-size: x-large;">Esta semana que paso esta muy interesante llevo tres días en
la escuela y son los mismo que no veo y no se de Eli. Creo que nuestra
historia sea acabo. Aunque nuestra
relación nunca fue normal. Todavía nos faltaba mucho por vivir juntos. Pero ya ni
modo hay que seguir adelante.<o:p></o:p></span></div>
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<span style="font-size: x-large;"><br /></span></div>
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<span style="font-size: x-large;">Porque hace 5 años que la conozco y lo bueno que regreso a darme 3
meses de felicidad. No me puedo quejar hay personas que no regresan ni a dar
las gracias.<o:p></o:p></span></div>
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<span style="font-size: x-large;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: x-large;">Lo único bueno que ya estoy en la escuela. Me hace un gran
bien estar distraído y ocupado en cosas productivas y conociendo a compañeras y un poco de amigos nuevos. Solo
espero que este trimestre este de lujo y claro con buenas fiestas. </span></div>
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<span style="font-size: x-large;"><br /></span></div>
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<span style="font-size: x-large;">No estaría nada
mal que conozca alguien cuerda, porque si conozco alguien como yo esta callón.<o:p></o:p></span></div>
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<span style="font-size: x-large;"><br /></span></div>
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<span style="font-size: x-large;">Querido diario estaría de peluche que llegara en estos días
una compañera que trabaje de bailarina exótica y que chafa estaría que llegara
un nuevo compañero de ese tipo “ju gozón”. Pero ni tanto porque son personas extrovertidas,
porque están fuera de lo común, digo
para ponerle algo de sazón al trimestre. </span></div>
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<span style="font-size: x-large;"><br /></span></div>
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<span style="font-size: x-large;">Pensándolo bien, mejor me quedo
con los compañeros que ya somos, esta bien el grupo así.<o:p></o:p></span></div>
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<span style="font-size: x-large;"><br /></span></div>
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<span style="font-size: x-large;">Mi clase que espero que este de las mas tranquilas y por la
que rezo diario es por la de Redacción Universitaria. Porque de verdad no puedo
y es muy desesperante. Intento pero no se me da, la redacción ojala me parece un
milagro, como eso que me cuenta mi prima que pasan en la rosa de Guadalupe,
para poder pasar esa materia con B no pido mas de verdad.<o:p></o:p></span></div>
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<span style="font-size: x-large;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: x-large;">Y también espero con ansias la semana 4 para volver intentar mi cambien de división
y carrera pero esta vez lo voy hacer a mi manera y no voy a estudias. Me la voy
a jugar con mis conocimientos y si no me quedo seguiré de lleno Administración.
<o:p></o:p></span></div>
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<span style="font-size: x-large;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: x-large;">Ya no puedo perder más tiempo porque los años no perdonan y
me estoy haciendo muy ruco.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: x-large;">Y hay que seguir para
demostrar que si puedo terminar la universidad en menos de 5 años porque
no quiero acabar de 30 años la
universidad…</span><o:p></o:p><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7G0xGNYEtTu-rw2UAsgDeaISmtT0SkPLAmbSCfNGdtZ5KNj8KEAHM4DPJHkI8rWr11jdxiGtVx_5ylaRpkkWq1EexZtvEIh2006Qa8K1mumY0GlzkuprTi8l6DJXrZfE322b4WcuQYtRM/s1600/CLASES.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7G0xGNYEtTu-rw2UAsgDeaISmtT0SkPLAmbSCfNGdtZ5KNj8KEAHM4DPJHkI8rWr11jdxiGtVx_5ylaRpkkWq1EexZtvEIh2006Qa8K1mumY0GlzkuprTi8l6DJXrZfE322b4WcuQYtRM/s320/CLASES.PNG" width="277" /></a></div>
<span style="font-size: x-large;"><br /></span></div>Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com1tag:blogger.com,1999:blog-3588533791261037617.post-30021796261424766952012-01-29T18:39:00.000-08:002012-02-06T14:46:23.513-08:00¿Recuento de la realidad?<div align="right" style="text-align: right;">
<span style="color: black; font-size: 16pt;">Hoy 19 de Febrero</span><span style="font-size: 16pt;"></span></div>
<span style="color: black; font-size: 16pt;">Querido Diario:</span><span style="font-size: 16pt;"></span><br />
<br />
<span style="color: black; font-size: 16pt;">Ya pasó un mes desde que cambió radicalmente mi vida. El inicio de un trimestre siempre es nuevo y único. Y aunque te escribo todos los días; no me canso de hacerlo. </span><br />
<br />
<span style="color: black; font-size: 16pt;">Y hoy te contaré como conocí a una magnífica chica.</span><span style="font-size: 16pt;"></span><br />
<span style="color: black; font-size: 16pt;">Era uno de los primeros días de las clases en la escuela, caminaba por la escuela sin ningún rumbo fijo. Caminaba distraído y pensando en moscas; era un día aburrido hasta que choqué con alguien.</span><br />
<span style="color: black; font-size: 16pt;">No le tomé importancia sino hasta que vi que era un bello ángel; una flor blanca, una señal de que mi vida va por buen camino.</span><span style="font-size: 16pt;"></span><br />
<span style="color: black; font-size: 16pt;">“¿Estás bien?” y me preguntó desde el suelo; a lo que respondí “Soy Rubén”. </span><br />
<span style="color: black; font-size: 16pt;">Me sonrió a pesar de que la había tirado, empecé a sudar de lo nervioso que me puse. La ayudé a levantarse, y cuando toqué su mano sentí la belleza real; soñé despierto. No quería soltarla; quería quedarme con ella hasta que nos uniéramos. Sentí que pasaban años pero no, solo fueron 3 segundos. Me soltó y me dijo “Hola Rubén. Me acompañas a la biblioteca”. Le respondí “Jamón de puerco”. ¡Sí! y dije eso; y no; no lo pensé y estaba tan impactado con la belleza de Dayan que no sabía ni lo que decía.</span><span style="font-size: 16pt;"></span><br />
<br />
<span style="color: black; font-size: 16pt;">En fin y la acompañe hasta la biblioteca. En donde me presentó a su novio; un tal Lauro de la Barca Montesco. </span><br />
<br />
<span style="color: black; font-size: 16pt;">El era más feo que el hambre y un policía junto; feo como el frío en la playa. Pero a ella eso no le importaba y pensé ‘Yo también soy feo; por qué no me quiere’ y en ese preciso momento Lauro le regaló un anillo de plata. </span><span style="font-size: 16pt;"></span><br />
<span style="color: black; font-size: 16pt;">Ni modo y así es la vida. Aunque creo que gané una buena amiga; ya que diario platicamos y reímos. Odio a ese tal Lauro lo he estado conociendo cada día más y obvio mi odio crece. Odio cuando le grita a Dayan y odio cuando la trata como a una cualquiera. </span><br />
<span style="color: black; font-size: 16pt;">He tratado de evitarlo pero Dayan siempre me ha dicho que así es la forma de amar de Lauro.</span><br />
<br />
<span style="color: black; font-size: 16pt;">Bueno, así conocí a Dayan y así es como se ha iniciado la mejor amistad que he tenido hasta el momento. Espero que esta amistad pronto se convierta en algo más. En algo más íntimo.</span><span style="font-size: 16pt;"></span><br />
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<br />Anonymoushttp://www.blogger.com/profile/14849981128227638007noreply@blogger.com0