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  <title>Inicial - RSS Feed</title>
  <link>https://prexas.com/browse-Inicial-videos-1-date.html</link>
  <description>Inicial</description>
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   <title>Organización de las competencias según las área curriculares del plan de estudios en el nivel Inicia</title>
   <link>https://prexas.com/organizacion-de-las-competencias-segun-las-area-curriculares-del-plan-de-estudios-en-el-nivel-inicial-i-ciclo-y-ii-ciclo_2fe6f4bb1.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/2fe6f4bb1-1.jpg"  width="480"  height="283"  /></p><p>Te presentamos la organizaci&oacute;n de las competencias seg&uacute;n las &aacute;reas curriculares del plan de estudios en el nivel de educaci&oacute;n inicial I Ciclo y II Ciclo.</p>
<table class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;">
<td style="width: 439.05pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #F7CAAC; mso-background-themecolor: accent2; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" colspan="2" valign="top" width="585">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: center; line-height: normal;" align="center"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">ORGANIZACI&Oacute;N DE LAS COMPETENCIAS SEG&Uacute;N LAS &Aacute;REAS CURRICULARES DEL PLAN DE ESTUDIOS EN EL NIVEL DE EDUCACI&Oacute;N INICIAL:</span></strong> <strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">I CICLO</span></strong></p>
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<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: yellow; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: center; line-height: normal;" align="center"><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">4 &Aacute;REAS</span></p>
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<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: yellow; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: center; line-height: normal;" align="center"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">COMPETENCIAS</span></strong></p>
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<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">PERSONAL SOCIAL</span></strong></p>
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<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Construye su identidad.</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Convive y participa democr&aacute;ticamente en la b&uacute;squeda del bien com&uacute;n.</span></strong></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">PSICOMOTRIZ</span></strong></p>
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<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Se desenvuelve de manera aut&oacute;noma a trav&eacute;s de su motricidad.</span></p>
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<tr style="mso-yfti-irow: 4;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">COMUNICACI&Oacute;N</span></strong></p>
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<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; </span></strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">Se comunica oralmente en su lengua materna.</span></p>
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<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">DESCUBRIMIENTO</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">DEL MUNDO</span></strong></p>
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<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; </span></strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">Resuelve problemas de cantidad</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; </span></strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">Resuelve problemas de forma, movimiento y localizaci&oacute;n</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; </span></strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">Indaga mediante m&eacute;todos cient&iacute;ficos para construir sus conocimientos</span></p>
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</tbody>
</table>
<p class="MsoNormal">LK</p>
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<tbody>
<tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;">
<td style="width: 439.05pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #F7CAAC; mso-background-themecolor: accent2; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" colspan="2" valign="top" width="585">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: center; line-height: normal;" align="center"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">ORGANIZACI&Oacute;N DE LAS COMPETENCIAS SEG&Uacute;N LAS &Aacute;REAS CURRICULARES DEL PLAN DE ESTUDIOS EN EL NIVEL DE EDUCACI&Oacute;N INICIAL:</span></strong> <strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">II CICLO</span></strong></p>
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<tr style="mso-yfti-irow: 1;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: yellow; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: center; line-height: normal;" align="center"><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">6 &Aacute;REAS</span></p>
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<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: yellow; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: center; line-height: normal;" align="center"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">COMPETENCIAS</span></strong></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">PERSONAL SOCIAL</span></strong></p>
</td>
<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Construye su identidad.</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Convive y participa democr&aacute;ticamente en la b&uacute;squeda del bien com&uacute;n.</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Construye su identidad, como persona humana, amada por Dios, digna, libre y trascendente, comprendiendo la</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">doctrina de su propia religi&oacute;n, abierto al di&aacute;logo con las que le son cercanas.</span></strong></p>
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<tr style="mso-yfti-irow: 3;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">PSICOMOTRIZ</span></strong></p>
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<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Se desenvuelve de manera aut&oacute;noma a trav&eacute;s de su motricidad.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">COMUNICACI&Oacute;N</span></strong></p>
</td>
<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Se comunica oralmente en su lengua materna.</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Lee diversos tipos de texto en su lengua materna.</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Escribe diversos tipos de texto en su lengua materna.</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Crea proyectos desde los lenguajes del arte.</span></strong></p>
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</tr>
<tr style="mso-yfti-irow: 5;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">CASTELLANO COMO</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">SEGUNDA LENGUA</span></strong></p>
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<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Se comunica oralmente en castellano como segunda lengua.</span></strong></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">MATEM&Aacute;TICA</span></strong></p>
</td>
<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Resuelve problemas de cantidad</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Resuelve problemas de forma, movimiento y localizaci&oacute;n.</span></strong></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">CIENCIA Y TECNOLOG&Iacute;A</span></strong></p>
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<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Indaga mediante m&eacute;todos cient&iacute;ficos para construir sus conocimientos.</span></strong></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C189F7; padding: 0cm 5.4pt 0cm 5.4pt;" width="195">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">COMPETENCIAS TRANSVERSALES A LAS &Aacute;REAS.</span></strong></p>
</td>
<td style="width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FF7474; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="390">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Se desenvuelve en entornos virtuales generados por las TIC</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Black',sans-serif; color: black; mso-color-alt: windowtext;">&bull; Gestiona su aprendizaje de manera aut&oacute;noma.</span></strong></p>
</td>
</tr>
</tbody>
</table>]]></description>
   <pubDate>Thu, 15 Feb 2024 20:46:52 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Organización de las competencias según las área curriculares del plan de estudios en el nivel Inicia</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/2fe6f4bb1-1.jpg&quot;  width=&quot;480&quot;  height=&quot;283&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;Te presentamos la organizaci&amp;oacute;n de las competencias seg&amp;uacute;n las &amp;aacute;reas curriculares del plan de estudios en el nivel de educaci&amp;oacute;n inicial I Ciclo y II Ciclo.&amp;lt;/p&amp;gt;
&amp;lt;table class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;&quot; border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&amp;gt;
&amp;lt;tbody&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 0; mso-yfti-firstrow: yes;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 439.05pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #F7CAAC; mso-background-themecolor: accent2; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; colspan=&quot;2&quot; valign=&quot;top&quot; width=&quot;585&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: center; line-height: normal;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;ORGANIZACI&amp;Oacute;N DE LAS COMPETENCIAS SEG&amp;Uacute;N LAS &amp;Aacute;REAS CURRICULARES DEL PLAN DE ESTUDIOS EN EL NIVEL DE EDUCACI&amp;Oacute;N INICIAL:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt; &amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;I CICLO&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 1;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: yellow; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: center; line-height: normal;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;4 &amp;Aacute;REAS&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: yellow; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: center; line-height: normal;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;COMPETENCIAS&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 2;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;PERSONAL SOCIAL&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Construye su identidad.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Convive y participa democr&amp;aacute;ticamente en la b&amp;uacute;squeda del bien com&amp;uacute;n.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 3;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;PSICOMOTRIZ&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Se desenvuelve de manera aut&amp;oacute;noma a trav&amp;eacute;s de su motricidad.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 4;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;COMUNICACI&amp;Oacute;N&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; &amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Se comunica oralmente en su lengua materna.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 5; mso-yfti-lastrow: yes;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;DESCUBRIMIENTO&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;DEL MUNDO&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; &amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Resuelve problemas de cantidad&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; &amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Resuelve problemas de forma, movimiento y localizaci&amp;oacute;n&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; &amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Indaga mediante m&amp;eacute;todos cient&amp;iacute;ficos para construir sus conocimientos&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;/tbody&amp;gt;
&amp;lt;/table&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;LK&amp;lt;/p&amp;gt;
&amp;lt;table class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;&quot; border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&amp;gt;
&amp;lt;tbody&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 0; mso-yfti-firstrow: yes;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 439.05pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #F7CAAC; mso-background-themecolor: accent2; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; colspan=&quot;2&quot; valign=&quot;top&quot; width=&quot;585&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: center; line-height: normal;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;ORGANIZACI&amp;Oacute;N DE LAS COMPETENCIAS SEG&amp;Uacute;N LAS &amp;Aacute;REAS CURRICULARES DEL PLAN DE ESTUDIOS EN EL NIVEL DE EDUCACI&amp;Oacute;N INICIAL:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt; &amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;II CICLO&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 1;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: yellow; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: center; line-height: normal;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;6 &amp;Aacute;REAS&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: yellow; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: center; line-height: normal;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;COMPETENCIAS&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 2;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;PERSONAL SOCIAL&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Construye su identidad.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Convive y participa democr&amp;aacute;ticamente en la b&amp;uacute;squeda del bien com&amp;uacute;n.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Construye su identidad, como persona humana, amada por Dios, digna, libre y trascendente, comprendiendo la&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;doctrina de su propia religi&amp;oacute;n, abierto al di&amp;aacute;logo con las que le son cercanas.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 3;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;PSICOMOTRIZ&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Se desenvuelve de manera aut&amp;oacute;noma a trav&amp;eacute;s de su motricidad.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 4;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;COMUNICACI&amp;Oacute;N&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Se comunica oralmente en su lengua materna.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Lee diversos tipos de texto en su lengua materna.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Escribe diversos tipos de texto en su lengua materna.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Crea proyectos desde los lenguajes del arte.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 5;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;CASTELLANO COMO&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;SEGUNDA LENGUA&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Se comunica oralmente en castellano como segunda lengua.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 6;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;MATEM&amp;Aacute;TICA&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Resuelve problemas de cantidad&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Resuelve problemas de forma, movimiento y localizaci&amp;oacute;n.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 7;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #92D050; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;CIENCIA Y TECNOLOG&amp;Iacute;A&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #BDD6EE; mso-background-themecolor: accent5; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Indaga mediante m&amp;eacute;todos cient&amp;iacute;ficos para construir sus conocimientos.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 8; mso-yfti-lastrow: yes;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 146.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C189F7; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;195&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;COMPETENCIAS TRANSVERSALES A LAS &amp;Aacute;REAS.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 292.7pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FF7474; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;390&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Se desenvuelve en entornos virtuales generados por las TIC&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Black&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;&amp;bull; Gestiona su aprendizaje de manera aut&amp;oacute;noma.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;/tbody&amp;gt;
&amp;lt;/table&amp;gt;]]&amp;gt;</media:description>
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  <item xmlns:media="http://search.yahoo.com/mrss/" xmlns:dcterms="http://purl.org/dc/terms/">
   <title>Ejemplos de situaciones significativas para el primer ciclo y segundo ciclo del nivel inicial</title>
   <link>https://prexas.com/ejemplos-de-situaciones-significativas-para-el-primer-ciclo-y-segundo-ciclo-del-nivel-inicial_05d95a83b.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/05d95a83b-1.jpg"  width="480"  height="295"  /></p><p>Estas situaciones significativas fueron compiladas de las experiencias de aprendizaje de los a&ntilde;os 2021 y 2022, pueden ser adecuados a su contexto, para sus unidades de aprendizaje del presente a&ntilde;os 2024, espero que te sirva como gu&iacute;a, comparta a todos los colegas del nivel inicial.</p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 16.0pt; line-height: 107%; font-family: 'ROG Fonts';">EJEMPLOS DE SITUACIONES SIGNIFICATIVAS</span></strong></p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 16.0pt; line-height: 107%; font-family: 'ROG Fonts';">PARA El primer ciclo DE 0 A 2 A</span></strong><strong><span style="font-size: 16.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;">&Ntilde;</span></strong><strong><span style="font-size: 16.0pt; line-height: 107%; font-family: 'ROG Fonts';">OS</span></strong></p>
<p class="MsoNormal"><strong><span style="font-size: 16.0pt; line-height: 107%; font-family: 'ROG Fonts';">&nbsp;</span></strong><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Fue compilado de las experiencias de aprendizaje de los a</span></strong><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif; mso-bidi-font-family: Calibri;">&ntilde;</span></strong><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">os 2021 y 2022, puede adecuar de acuerdo a su contexto para sus unidades de aprendizaje del presente a</span></strong><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif; mso-bidi-font-family: Calibri;">&ntilde;</span></strong><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">o 2024, espero que te sirva como gu</span></strong><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif; mso-bidi-font-family: Calibri;">&iacute;</span></strong><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">a.</span></strong></p>
<p class="MsoNormal">&nbsp;</p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">1. Que podr&iacute;amos hacer para sensibilizar a la poblaci&oacute;n para que pueda seguir las recomendaciones ante pandemias como el coronavirus.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En la I.E. 1190 Felipe Huam&aacute;n Poma de Ayala la comunidad educativa es vulnerable a enfermedades globales que, como pandemias, tocan a toda la humanidad. Enfermedades, como el coronavirus, que influyen en distintos aspectos de nuestra sociedad como estilos de vida, cumplimientos de normas, racionamiento de gastos, posici&oacute;n cr&iacute;tica hacia las medidas de los gobiernos nacional, regional y local. Asimismo, esta situaci&oacute;n es necesario desarrollar habilidades investigativas desde la escuela para que a mediano plazo el descubrimiento e innovaci&oacute;n en el campo de la salud pueda permitirnos generar medicamentos y vacunas producidas por empresas nacionales.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Por ello, se invit&oacute; a reflexionar sobre el tema mediante las siguientes preguntas. &iquest;C&oacute;mo se sienten frente a esta situaci&oacute;n? &iquest;Creen ustedes que deber&iacute;amos actuar frente a esta problem&aacute;tica? &iquest;Que podr&iacute;amos hacer para sensibilizar a la poblaci&oacute;n para que pueda seguir las recomendaciones ante pandemias como el coronavirus? &iquest;Qu&eacute; cambios en los estilos de vida sociales, de salud y estilos de ense&ntilde;anza y aprendizaje en nuevas plataformas como las digitales nos traen estas vivencias?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">2. Cambios en los estilos de vida sociales, de salud y estilos de ense&ntilde;anza y aprendizaje en nuevas plataformas como las digitales.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En la I.E. 1190 Felipe Huam&aacute;n Poma de Ayala la comunidad educativa presencia durante los meses de marzo y abril abundantes lluvias que causan eventos de deslizamiento de agua y lodo, afectando de manera directa sus hogares, causando escasez de servicio de primera necesidad. Adem&aacute;s, esto genera una serie de enfermedades derivadas de la falta de agua potable y agua empozada. Tambi&eacute;n nuestra comunidad es vulnerable a enfermedades globales que, como pandemias, tocan a toda la humanidad. Enfermedades, como el coronavirus, que influyen en distintos aspectos de nuestra sociedad como estilos de vida, cumplimientos de normas, racionamiento de gastos, posici&oacute;n cr&iacute;tica hacia las medidas de los gobiernos nacional, regional y local.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Por ello, se invit&oacute; a reflexionar sobre el tema mediante las siguientes preguntas. &iquest;C&oacute;mo se sienten frente a esta situaci&oacute;n? &iquest;Creen ustedes que deber&iacute;amos actuar frente a esta problem&aacute;tica? &iquest;Que podr&iacute;amos hacer para sensibilizar a la poblaci&oacute;n para que pueda seguir las recomendaciones ante pandemias como el coronavirus? &iquest;Qu&eacute; cambios en los estilos de vida sociales, de salud y estilos de ense&ntilde;anza y aprendizaje en nuevas plataformas como las digitales nos traen estas vivencias?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">3. Tenemos diferentes habilidades.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En la I.E. 1190 los estudiantes manifiestan ritmos y estilos de aprendizaje diversos por lo que sus necesidades e intereses de aprendizaje var&iacute;an. Asimismo, los estudiantes tienen diferentes habilidades que pueden expresarse en diferentes contextos como los Juegos Florales Escolares Nacionales y el Premio Nacional de Narrativo y Ensayo Jos&eacute; Mar&iacute;a Arguedas.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Por ello se invit&oacute; a reflexionar sobre el tema, realizando las siguientes preguntas: &iquest;C&oacute;mo te gusta expresarte? &iquest;Te gusta declamar, cantar u otra forma de expresarte oralmente? &iquest;Qu&eacute; actividades crees que te ayudar&iacute;an a desenvolverte mejor en p&uacute;blico?</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></strong></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">4. Cultura de nuestros padres y ancestros.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En la I.E. 1190, los estudiantes, a pesar de que el Per&uacute; se encuentra a puertas de su bicentenario teniendo en cuenta que es un pa&iacute;s pluricultural y multiling&uuml;e, no se identifican con la cultura de procedencia de sus padres, abuelos y ancestros. Asimismo, adoptan culturas extranjeras con mucha facilidad y se alienan por la influencia de las redes sociales y el deseo de aceptaci&oacute;n social.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Por ello, se invit&oacute; a reflexionar sobre el tema, planteando las siguientes preguntas. &iquest;C&oacute;mo reafirmamos nuestra identidad cultural? &iquest;Qu&eacute; opinas de la cultura de tus padres y ancestros? &iquest;Crees que otras culturas son mejores que la tuya? &iquest;Por qu&eacute;? &iquest;Qu&eacute; podr&iacute;amos hacer para revertir la alienaci&oacute;n y promover nuestra cultura?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">5. Conflictos familiares para desarrollar la resiliencia.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Participamos en la emisi&oacute;n de programas radiales sobre conflictos familiares para desarrollar la resiliencia.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En la I.E. 1190, la mayor&iacute;a de estudiantes viene de hogares disfuncionales donde se desarrollan conflictos familiares que generan una baja autoestima,&nbsp; comportamientos y actitudes antisociales, los exponen a situaciones de riesgo. Adem&aacute;s esto tambi&eacute;n repercute en el aspecto pedag&oacute;gico generando desinter&eacute;s en sus aprendizajes.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Frente a ello reflexionamos sobre el tema y nos planteamos las siguientes preguntas: &iquest;Por qu&eacute; se generan los conflictos familiares? &iquest;Creen que estos conflictos influyen en tu comportamiento? &iquest;C&oacute;mo se sienten frente a estos conflictos? &iquest;Sabes que es la resiliencia?, &iquest;Por qu&eacute; ser&aacute; importante desarrollarla? &iquest;Qu&eacute; pueden hacer para afrontar estos problemas?</span></p>
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<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">6. Prevenimos la inseguridad ciudadana.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Al cumplir 200 a&ntilde;os de independencia, los peruanos y peruanas hemos alcanzado diversos logros, como el reconocimiento de derechos y de nuestra gastronom&iacute;a, el fortalecimiento de las habilidades de emprendimiento, entre otros. Sin embargo, ante el problema de la inseguridad ciudadana, tenemos el desaf&iacute;o de encontrar mejores respuestas a esta realidad que afecta a nuestras familias y al pa&iacute;s. Esto demanda acciones desde el Estado y la sociedad civil para la gesti&oacute;n y previsi&oacute;n de la seguridad que nos permitan vivir en espacios confiables, a fin de construir una sociedad cada vez m&aacute;s segura, inclusiva y orientada al bien com&uacute;n.&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En consecuencia, se invita a reflexionar sobre el tema planteando las siguientes preguntas: &iquest;C&oacute;mo pueden analizar datos o informaci&oacute;n de las causas de inseguridad ciudadana? &iquest;C&oacute;mo podemos afrontar este problema social? Desde el &aacute;rea, &iquest;qu&eacute; actividades podr&iacute;amos realizar para prevenir a las personas de tu entorno para que no sean v&iacute;ctimas de la inseguridad ciudadana?</span></p>
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<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">7. Elaboramos noticias sobre el cuidado del medioambiente.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Los estudiantes de la I.E. 1190 Felipe Huam&aacute;n Poma de Ayala observan en su entorno el escaso compromiso de los pobladores de su localidad con el cuidado del medioambiente.&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">A partir de ello, se invita a reflexionar sobre este problema mundial planteando las siguientes preguntas: &iquest;Como las personas de mi localidad contaminan el medioambiente? &iquest;Qu&eacute; debemos hacer para desarrollar la conciencia de ambiental de las personas de nuestro entorno? Desde al &aacute;rea, &iquest;Qu&eacute; actividades podemos realizar para difundir el cuidado del medioambiente?</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></strong></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">8. Agasajamos a nuestras madres con textos elaborados por nosotros</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En el mes de mayo reconocemos a las madres de familia o las personas que puedan desempe&ntilde;ar esta funci&oacute;n: hermanas mayores, t&iacute;as, abuelas o madrastras. El cari&ntilde;o es lo que convierte a una mujer en madre y ello tiene mucha influencia en la calidad de vida de los estudiantes. En ese sentido esta fecha es importante porque las madres o las mujeres que cumplen esa funci&oacute;n deben ser reconocidas no solamente por sus familias, sino por la instituci&oacute;n educativa.</span></p>
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<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Ante esta situaci&oacute;n, nos planteamos el siguiente reto: &iquest;C&oacute;mo podemos agasajar a las mujeres que cumplen la funci&oacute;n de madre para los estudiantes?</span></p>
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<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">9. Participamos mediante la argumentaci&oacute;n en las Elecciones Municipales y Regionales 2022.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Nos encontramos este 2022 en un contexto de las Elecciones Municipales y Regionales, y es una oportunidad que nos permite reflexionar con nuestras familias sobre la importancia de la participaci&oacute;n democr&aacute;tica, el respeto a la diversidad de culturas, las formas de organizaci&oacute;n, entre otros aspectos. Todo ello a pesar de la incertidumbre producto de la pandemia que a&uacute;n estamos viviendo, y por las diversas problem&aacute;ticas y tensiones que afectan la convivencia en la diversidad. Asimismo, observamos que, en los diversos espacios y escenarios de nuestro entorno, muchos ciudadanos y ciudadanas muestran, en la vida diaria, desinter&eacute;s por la participaci&oacute;n activa y democr&aacute;tica, as&iacute; como por los procesos que se desarrollan cada cierto tiempo y en los que se ejerce el derecho a elegir a nuestros representantes.&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Ante esta situaci&oacute;n, nos planteamos el siguiente reto: &iquest;C&oacute;mo podemos las y los adolescentes promover en nuestra familia y comunidad la participaci&oacute;n democr&aacute;tica y la convivencia en la diversidad para contribuir con la mejora de la sociedad?</span></p>
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<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 16.0pt; line-height: 107%; font-family: 'ROG Fonts';">EJEMPLOS DE SITUACIONES SIGNIFICATIVAS</span></strong></p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 16.0pt; line-height: 107%; font-family: 'ROG Fonts';">PARA El SEGUNDO ciclo DE 3 A 5 A</span></strong><strong><span style="font-size: 16.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;">&Ntilde;</span></strong><strong><span style="font-size: 16.0pt; line-height: 107%; font-family: 'ROG Fonts';">OS</span></strong></p>
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<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">1. AS&Iacute; SOY YO.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Las ni&ntilde;as y los ni&ntilde;os se hacen muchas preguntas cuando quieren conocer m&aacute;s acerca de ellos mismos, tanto sobre su historia personal como sobre sus caracter&iacute;sticas f&iacute;sicas. Por ejemplo: &iquest;C&oacute;mo era de beb&eacute;? &iquest;Por qu&eacute; me llamo as&iacute;? &iquest;Qui&eacute;n me puso mi nombre? &iquest;A qui&eacute;n me parezco? Posiblemente, tus estudiantes hacen estas y otras preguntas. Por ello, es importante reconocerlas, valorarlas y ayudarlos a encontrar las respuestas como parte del proceso de construcci&oacute;n de su identidad.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En esta experiencia de aprendizaje, a los ni&ntilde;os y ni&ntilde;as se les plantear&aacute; descubrir aquellas caracter&iacute;sticas que los hacen &uacute;nicos y especiales. Se promover&aacute; el autoconocimiento planteando preguntas que los desaf&iacute;en a expresar y comunicar, de diversas maneras, c&oacute;mo se perciben a s&iacute; mismos. Para lograrlo, observar&aacute;n y describir&aacute;n sus caracter&iacute;sticas f&iacute;sicas, reconociendo tambi&eacute;n sus cualidades, gustos y preferencias. De igual manera, conocer&aacute;n m&aacute;s sobre su historia personal a trav&eacute;s de relatos, fotos u objetos que hay en el hogar. As&iacute; podr&aacute;n hacer preguntas sobre las historias que escuchan y representarlas por medio de dibujos u otras formas de expresi&oacute;n para que puedan compartir, con las personas m&aacute;s cercanas, lo que deseen contar de s&iacute; mismos&nbsp;</span></p>
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<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">La vida cotidiana est&aacute; llena de oportunidades para que las ni&ntilde;as y los ni&ntilde;os den su opini&oacute;n y participen en algunos asuntos familiares seg&uacute;n sus posibilidades. En ese sentido, el rol del adulto es fundamental para promover estos espacios.</span></p>
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<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En esta experiencia de aprendizaje, las ni&ntilde;as y los ni&ntilde;os tendr&aacute;n diferentes oportunidades para expresar sus ideas, opiniones y emociones. Asimismo, tendr&aacute;n la posibilidad de elegir sobre aquello que les gusta y no les gusta hacer, dar raz&oacute;n sobre las decisiones que toman y reconocer que algunas de sus decisiones tal vez no pueden realizarse. Adem&aacute;s, compartir&aacute;n con su familia las actividades cotidianas y las rutinas, escuchar&aacute;n historias, propondr&aacute;n juegos y descubrir&aacute;n lo que son capaces de hacer por s&iacute; mismos sin ayuda de los dem&aacute;s.</span></p>
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<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">2. YO SOY IMPORTANTE Y MI VOZ CUENTA.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">La vida cotidiana est&aacute; llena de oportunidades para que las ni&ntilde;as y los ni&ntilde;os den su opini&oacute;n y participen en algunos asuntos familiares seg&uacute;n sus posibilidades. En ese sentido, el rol del adulto es fundamental para promover estos espacios.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En esta experiencia de aprendizaje, las ni&ntilde;as y los ni&ntilde;os tendr&aacute;n diferentes oportunidades para expresar sus ideas, opiniones y emociones. Asimismo, tendr&aacute;n la posibilidad de elegir sobre aquello que les gusta y no les gusta hacer, dar raz&oacute;n sobre las decisiones que toman y reconocer que algunas de sus decisiones tal vez no pueden realizarse. Adem&aacute;s, compartir&aacute;n con su familia las actividades cotidianas y las rutinas, escuchar&aacute;n historias, propondr&aacute;n juegos y descubrir&aacute;n lo que son capaces de hacer por s&iacute; mismos sin ayuda de los dem&aacute;s.&nbsp;</span></p>
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<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">3. TE CUENTO C&Oacute;MO ME SIENTO.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En esta experiencia de aprendizaje, haremos un viaje por las emociones planteando algunas situaciones para que las ni&ntilde;as y los ni&ntilde;os reconozcan y tomen conciencia de sus emociones y las de los dem&aacute;s. Este recorrido lo haremos a trav&eacute;s de cuentos e historias cuyos personajes vivir&aacute;n emociones como el miedo, la alegr&iacute;a, la pena o el enojo. A partir de estas historias, se plantear&aacute;n situaciones y preguntas para que las ni&ntilde;as y los ni&ntilde;os puedan conectarse con sus propias emociones y reflexionar sobre ellas aprendiendo a reconocerlas y manejarlas de manera progresiva.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Realizar&aacute;n, asimismo, algunos juegos en familia para promover el autoconocimiento y motivar di&aacute;logos y conversaciones acerca de las emociones.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Tendr&aacute;n el desaf&iacute;o de expresar con palabras y con los lenguajes del arte lo que sienten y piensan sobre las emociones. Con estas producciones, elaborar&aacute;n un diario y un &ldquo;emoci&oacute;metro&rdquo; para ir reconociendo de manera concreta cu&aacute;n intensa pueden ser las formas en las que expresan sus emociones.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">4. ME CUIDO, NOS CUIDAMOS Y A LA MADRE TIERRA AYUDAMOS.</span></strong></p>
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<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">La crisis sanitaria que actualmente vivimos ha generado cambios en nuestras formas de vivir y de cuidarnos. El lavado frecuente de las manos y el uso de mascarillas son algunas de las acciones que diariamente realizamos para protegernos del COVID-19. Si bien estas acciones son fundamentales para cuidar nuestra salud, es importante tomar conciencia del impacto que pueden generar en el ambiente. Por ejemplo, la contaminaci&oacute;n por la cantidad de basura que generamos con los elementos de protecci&oacute;n (mascarillas, protectores faciales y guantes), el uso inadecuado del agua, entre otros. Antes esta situaci&oacute;n, nos</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">preguntamos: &iquest;C&oacute;mo protegernos en tiempos de pandemia cuidando los recursos naturales y generando la menor cantidad de residuos?</span></p>
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<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">5. C&Oacute;MO SOY POR DENTRO Y POR FUERA.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Las ni&ntilde;as y los ni&ntilde;os al moverse, jugar, correr &ndash;o al realizar actividades de movimiento y representaci&oacute;n&ndash; pueden conocer m&aacute;s sobre su cuerpo. Tambi&eacute;n al observar, explorar, experimentar y sentir diversas sensaciones tanto externas como internas.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">A trav&eacute;s de esta experiencia de aprendizaje, las ni&ntilde;as y los ni&ntilde;os tendr&aacute;n la oportunidad de continuar descubriendo c&oacute;mo es su cuerpo y c&oacute;mo funciona por dentro y por fuera. Para ello, se plantear&aacute;n preguntas y elaborar&aacute;n dos dibujos en tama&ntilde;o real que representen su cuerpo (externa e internamente) desde sus conocimientos previos, la observaci&oacute;n de su cuerpo y las actividades que el adulto les plantea. Recoger&aacute;n informaci&oacute;n a partir de la revisi&oacute;n de diferentes fuentes, escritas y orales, y compartir&aacute;n sus descubrimientos con otras y otros.</span></p>
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<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">6. &iquest;QU&Eacute; COMER&Eacute; ESTA VEZ? CONSERVAMOS Y PREPARAMOS LOS ALIMENTOS.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Actualmente, las ni&ntilde;as y los ni&ntilde;os pasan mucho tiempo en casa; esto les permite involucrarse m&aacute;s en las actividades cotidianas, algunas vinculadas con la alimentaci&oacute;n, como sembrar, cosechar o recoger los frutos de estaci&oacute;n, organizar los alimentos en casa, participar en su conservaci&oacute;n y preparaci&oacute;n, compartir la comida en familia, entre otras.</span></p>
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<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Por ello, en esta experiencia de aprendizaje, tendr&aacute;n la oportunidad de responder la siguiente pregunta: &iquest;C&oacute;mo se conservan y preparan los alimentos que consumimos en mi familia?, y se enfrentar&aacute;n a los desaf&iacute;os de explorar los alimentos que se consumen en sus hogares y en su comunidad, plantear preguntas y obtener informaci&oacute;n de diferentes fuentes (recetas, relatos de origen de los alimentos, historias, entre otros). Adem&aacute;s, desarrollar&aacute;n sus nociones matem&aacute;ticas al agregar, contar, utilizar nociones de tiempo y correspondencia uno a uno. A partir de sus hallazgos, elaborar&aacute;n un cuaderno con sus descubrimientos sobre el proceso de conservaci&oacute;n y el de preparaci&oacute;n de alimentos.</span></p>
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<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">7. UN VIAJE POR EL PER&Uacute; DESDE LA MIRADA DE LAS NI&Ntilde;AS Y LOS NI&Ntilde;OS.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Cuando escuchamos la palabra Per&uacute;, es posible que nos llenemos de im&aacute;genes mentales, recuerdos y miles de sensaciones que se han impregnado en nuestro ser a partir de nuestras vivencias familiares y sociales, pero &iquest;qu&eacute; es el Per&uacute; para las ni&ntilde;as y los ni&ntilde;os? &iquest;Qu&eacute; representa, qu&eacute; significa para ellas y </span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">ellos ser peruana o peruano? A trav&eacute;s de esta experiencia de aprendizaje, se plantea a las ni&ntilde;as y a los ni&ntilde;os un viaje por el Per&uacute; a partir de sus ra&iacute;ces, costumbres, historias y tradiciones familiares y de su comunidad. Para ello, har&aacute;n un recorrido por su casa y por el barrio o calle donde viven para descubrir el Per&uacute;. Viajar&aacute;n a trav&eacute;s del tiempo para conocer m&aacute;s sobre sus ra&iacute;ces, costumbres y tradiciones; conocer&aacute;n la historia de su calle, barrio o pueblo, as&iacute; como los alimentos, objetos, monumentos y recursos naturales de su comunidad. Escuchar&aacute;n relatos, an&eacute;cdotas, biograf&iacute;as de personajes que han construido la historia de nuestra comunidad o nuestro pa&iacute;s y que pueden ser cercanas a la vida cotidiana de las ni&ntilde;as y los ni&ntilde;os, como el h&eacute;roe que da nombre a la calle en donde viven, por ejemplo. Observar&aacute;n fotograf&iacute;as que los transportar&aacute;n en el tiempo para conocer c&oacute;mo era el Per&uacute;, su gente, sus tradiciones; c&oacute;mo se vest&iacute;an los abuelos; y c&oacute;mo se transportaban, alimentaban y comunicaban.</span></p>
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<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Con todas estas vivencias, elaborar&aacute;n una presentaci&oacute;n haciendo uso de los diferentes lenguajes art&iacute;sticos, de manera que puedan integrar toda la informaci&oacute;n que han recogido para compartir e intercambiar con otros ni&ntilde;os y ni&ntilde;as de su grupo y de otros lugares. De esta forma, queremos despertar su inter&eacute;s y amor por su lugar de origen, y, desde ese conocimiento y sentimiento, puedan construir y valorar su identidad.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">8. MI FAMILIA ES &Uacute;NICA.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En el contexto actual de la emergencia sanitaria, las ni&ntilde;as y los ni&ntilde;os pasan m&aacute;s tiempo en casa junto a su familia, lo cual es una oportunidad para compartir momentos que les permitan estrechar v&iacute;nculos, conocer m&aacute;s sobre sus or&iacute;genes y, con ello, desarrollar su sentido de pertenencia al grupo familiar.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Esta experiencia de aprendizaje tiene como prop&oacute;sito que las ni&ntilde;as y los ni&ntilde;os se reconozcan como parte de una familia con caracter&iacute;sticas, valores, saberes, gustos y preferencias particulares. Para ello, compartir&aacute;n momentos familiares que los desaf&iacute;en a descubrir por qu&eacute; su familia es &uacute;nica a partir de relatos de historias, entrevistas, conversaciones y juegos. En estas actividades, se promover&aacute; tambi&eacute;n el acercamiento al mundo escrito para que puedan plasmar las historias que van escuchando.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">9. UNO, CINCO, TRES, &iquest;C&Oacute;MO LO RESUELVO ESTA VEZ?</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Las situaciones de exploraci&oacute;n, construcci&oacute;n y juego permiten a las ni&ntilde;as y a los ni&ntilde;os resolver, a trav&eacute;s de distintas estrategias, peque&ntilde;os y grandes problemas. Por ello, esta experiencia de aprendizaje tiene como prop&oacute;sito que las ni&ntilde;as y los ni&ntilde;os tengan la posibilidad de plantear estrategias y soluciones diversas para seleccionar, ordenar, agrupar, y establecer relaciones espaciales, de cantidad y medida en las situaciones l&uacute;dicas que se plantean. Har&aacute;n uso de las expresiones matem&aacute;ticas que conocen y adquirir&aacute;n otras durante sus exploraciones. De igual manera, pondr&aacute;n en juego sus habilidades y estrategias</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">para organizar y realizar algunos juegos, como el tumbalatas, utilizando los materiales que han ido recolectando durante la experiencia. En estas actividades, establecer&aacute;n acuerdos con sus familiares, mostrar&aacute;n respeto y cuidado por el material que usan y el espacio en el que realizar&aacute;n los juegos.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">10. NOS DIVERTIMOS EN FAMILIA.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En esta experiencia de aprendizaje, se promover&aacute; que las ni&ntilde;as y los ni&ntilde;os compartan momentos en familia a trav&eacute;s de actividades cotidianas, de cuidado, comunicaci&oacute;n y juego. En esta experiencia, podr&aacute;n conversar y acordar qu&eacute; actividades y juegos les gustar&iacute;a hacer en familia, descubrir los juegos favoritos de mam&aacute;, pap&aacute; o de los abuelos, y comentar sobre los juegos que m&aacute;s les gustan. En ellos, podr&aacute;n expresarse a trav&eacute;s del cuerpo y otros lenguajes expresivos vinculados al arte y representar con dibujos o palabras (escritas por un adulto) sus ideas de juegos y las emociones que pueden sentir. Con todas estas producciones, podr&aacute;n hacer una carpeta, diario o libro sobre los &ldquo;Momentos de juego en familia&rdquo;.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">11. DESCUBRIENDO Y VALORANDO EL MUNDO EN EL QUE CONVIVO.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Nuestras acciones cotidianas, tanto en el hogar como en el barrio y en la comunidad, contribuyen al cuidado de nuestro entorno, pues con peque&ntilde;as acciones podemos generar grandes cambios. Por ello, planteamos algunas preguntas que nos llevar&aacute;n a descubrir y valorar el lugar donde vivimos y fomentar su cuidado: &iquest;C&oacute;mo afectan nuestras acciones en el cuidado de nuestro entorno? &iquest;Qu&eacute; h&aacute;bitos podemos mejorar en nuestro hogar o comunidad? &iquest;C&oacute;mo podr&iacute;amos contribuir al cuidado del lugar donde vivimos?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En esta experiencia de aprendizaje, las ni&ntilde;as y los ni&ntilde;os observar&aacute;n su entorno para identificar lo que les guste de este y algunas situaciones o acciones (en el hogar, en el barrio o en la comunidad) que tienen un impacto positivo o negativo en el ambiente. Asimismo, buscar&aacute;n informaci&oacute;n sobre las acciones que pueden realizar en su hogar para cuidar su entorno y, junto a su familia, implementar pr&aacute;cticas y h&aacute;bitos responsables, tales como usar bolsas de tela para comprar, apagar la luz y separar los residuos, entre otros. Adem&aacute;s, comunicar&aacute;n la importancia de cuidar su entorno a trav&eacute;s de una composici&oacute;n art&iacute;stica, la cual ubicar&aacute;n en un espacio p&uacute;blico para que pueda ser vista por los integrantes de su comunidad. Para esto, har&aacute;n uso de diferentes materiales reciclados, experimentar&aacute;n con ellos y los combinar&aacute;n con otros lenguajes que contribuyan a desarrollar su propuesta creativa.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En ese sentido, nos planteamos el siguiente reto: &iquest;C&oacute;mo afectan nuestras acciones en el cuidado de nuestro entorno? &iquest;Qu&eacute; h&aacute;bitos podemos mejorar en nuestro hogar o comunidad? &iquest;C&oacute;mo podr&iacute;amos contribuir al cuidado del lugar donde vivimos?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">12. MERCADOS Y FERIAS DE MI COMUNIDAD.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Esta experiencia de aprendizaje busca que las ni&ntilde;as y los ni&ntilde;os puedan vivenciar de manera real o simulada la compra, venta e intercambio de diferentes productos, que puedan jugar a la tienda o a la feria, crear un espacio para ello y realizar algunas actividades l&uacute;dicas. En ese sentido, plantearemos preguntas como estas: &iquest;Qu&eacute; tiendas, ferias o mercados hay en mi comunidad? &iquest;C&oacute;mo son? &iquest;Qu&eacute; hay en ellas? &iquest;C&oacute;mo podemos crear una feria, tienda o mercado en casa para jugar?&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En esta experiencia de aprendizaje, las ni&ntilde;as y los ni&ntilde;os tendr&aacute;n la oportunidad de recorrer su comunidad para identificar las ferias, los mercados y las tiendas que hay en ella (panader&iacute;a, zapater&iacute;a, joyer&iacute;a, verduler&iacute;a, restaurantes, etc.), a partir de la observaci&oacute;n de los carteles o las vitrinas, puedan expresar sus ideas respecto a estos establecimientos. Asimismo, resolver&aacute;n problemas al plantear estrategias para armar su tiendita, en la cual podr&aacute;n jugar y realizar actividades l&uacute;dicas imitando situaciones de venta simulada, desarrollando competencias matem&aacute;ticas como el conteo, la clasificaci&oacute;n y seriaci&oacute;n, la correspondencia, a fin de acercarse as&iacute; al concepto de cantidad. De igual manera, podr&aacute;n desarrollar sus competencias comunicativas al escribir &ndash;seg&uacute;n sus niveles de escritura&ndash; el nombre de algunos productos, listas de compras, el nombre de la tienda, y leer carteles de los productos que se vender&aacute;n, as&iacute; como de envolturas, a partir de la creaci&oacute;n de una tienda, mercado o feria en casa. Igualmente, elaborar&aacute;n un plano con la ubicaci&oacute;n espacial de la tienda y de los productos que se vender&aacute;n. La tienda la construir&aacute;n usando materiales de re&uacute;so para luego jugar en ella.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En ese sentido, nos planteamos el siguiente reto: &iquest;Qu&eacute; tiendas, ferias o mercados hay en mi comunidad? &iquest;C&oacute;mo son? &iquest;Qu&eacute; hay en ellas? &iquest;C&oacute;mo podemos crear una feria, tienda o mercado en casa para jugar?&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">13. &iquest;A QU&Eacute; SUENA EL PER&Uacute;?</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Descubrir al Per&uacute; a trav&eacute;s de sus sonidos es una oportunidad para que las ni&ntilde;as y los ni&ntilde;os se conecten con todo lo que los rodea y con su cultura. Por ejemplo, sonidos como el canto de los p&aacute;jaros, las olas del mar, la tormenta en la Amazon&iacute;a, el amanecer andino, el tr&aacute;fico de la ciudad, las voces de las personas, las pisadas al caminar sobre el pasto, el silbido del afilador, el sonido de una zampo&ntilde;a o de las cuerdas de una guitarra.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En esta experiencia de aprendizaje, se plantea que las ni&ntilde;as y los ni&ntilde;os descubran los sonidos del mundo que los rodea y aquellos que son propios de nuestro pa&iacute;s. Se promover&aacute; la exploraci&oacute;n sonora y musical que les permita percibir y crear nuevas formas de expresi&oacute;n, comunicar sus ideas, opiniones y emociones sobre las historias, sonidos y m&uacute;sica que escuchan; sobre sus descubrimientos y lo que pueden hacer con los sonidos desde su iniciativa. De igual manera, se promover&aacute; el respeto y valoraci&oacute;n de nuestra diversidad cultural.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Durante esta experiencia de aprendizaje, las ni&ntilde;as y los ni&ntilde;os tendr&aacute;n la oportunidad de<a name="_Hlk158808235"></a> coleccionar los sonidos que descubren y colocarlos en una &ldquo;caja de sonidos&rdquo;, que usar&aacute;n para jugar, crear y compartir con su familia.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En ese sentido, nos planteamos el siguiente reto: &iquest; C&oacute;mo coleccionar los sonidos que descubrimos y colocarlos en una &ldquo;caja de sonidos&rdquo;?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">14. SOMOS PROTECTORAS Y PROTECTORES DE LA NATURALEZA.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Somos naturaleza, al igual que los animales, las plantas, las monta&ntilde;as y los r&iacute;os. Todo lo que nace y vive es parte de la naturaleza, y nuestra vida y la de otros seres se mantiene gracias a ella, a los alimentos y frutos que nos brinda, al agua que bebemos y al aire que respiramos.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">La naturaleza es nuestra mejor maestra, pues nos invita a aprender de ella y con ella. Es fuente de inspiraci&oacute;n de muchos aprendizajes, siendo el m&aacute;s importante el aprender a quererla y a cuidarla. Por ello, es importante proporcionar a las ni&ntilde;as y a los ni&ntilde;os actividades que los pongan en contacto directo con el medio natural y que estimulen su amor por &eacute;l a partir de acciones sencillas, que incluso podemos hacer desde casa, como cuidar una planta o a los animales, hacer un huerto, observar la belleza de una flor o maravillarse del trabajo que realizan las hormigas, observ&aacute;ndolas con respeto, sin causarles da&ntilde;o alguno.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&iquest;Qu&eacute; podemos hacer para cuidar la naturaleza que nos rodea? En esta experiencia de aprendizaje, las ni&ntilde;as y los ni&ntilde;os podr&aacute;n conocer m&aacute;s acerca de la naturaleza y de c&oacute;mo cuidarla. Podr&aacute;n descubrir e indagar sobre ella al observarla, y plantear preguntas y explicaciones sobre lo que observan. Adem&aacute;s, buscar&aacute;n informaci&oacute;n y har&aacute;n recorridos en espacios naturales que les permitan visualizar y entender las relaciones entre todos los seres que los habitan y el impacto que nuestras acciones pueden ocasionar en ellos. De esta manera, las ni&ntilde;as y los ni&ntilde;os podr&aacute;n hacer propuestas de acciones para proteger</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">la naturaleza. Ellas ser&aacute;n comunicadas a sus familiares o amigos a trav&eacute;s de un mural, un video u otras propuestas.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En ese sentido, nos planteamos el siguiente reto: &iquest;Qu&eacute; podemos hacer para cuidar la naturaleza que nos rodea?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">15. CREAMOS CON NUESTRA IMAGINACI&Oacute;N.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En esta experiencia de aprendizaje, las ni&ntilde;as y los ni&ntilde;os tendr&aacute;n la oportunidad de poner en juego su imaginaci&oacute;n al crear, con el acompa&ntilde;amiento de un adulto, un cuento o historia colectiva cuyo contenido est&eacute; vinculado a los juegos que realiza.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Para esta creaci&oacute;n, expresar&aacute;n sus ideas, podr&aacute;n imaginar y dise&ntilde;ar los personajes, la indumentaria y el escenario. Asimismo, con la participaci&oacute;n de sus familiares, podr&aacute;n representar la historia a trav&eacute;s de una dramatizaci&oacute;n. Antes, har&aacute;n un recorrido por toda la casa para recolectar diversos materiales de re&uacute;so y los seleccionar&aacute;n de acuerdo a lo que necesiten elaborar para la puesta en escena. Previamente a la representaci&oacute;n, crear&aacute;n sonidos especiales que acompa&ntilde;en este momento. Todo ello les permitir&aacute; poder desarrollar sus competencias comunicativas, dialogando y compartiendo con otros amigos y familiares las ideas y propuestas que surjan a lo largo del proceso de creaci&oacute;n.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En ese sentido, nos planteamos el siguiente reto: &iquest;Qu&eacute; historias podemos crear a partir de nuestros juegos?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">16. MOTIVOS PARA AGRADECER Y CELEBRAR.</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Durante este a&ntilde;o, las ni&ntilde;as y los ni&ntilde;os disfrutaron de diversas experiencias de aprendizaje, enfrentaron diferentes situaciones, compartieron m&aacute;s momentos en familia y encontraron mejores formas de comunicarse con su profesora o profesor, y sus amigas y amigos. En esta experiencia de aprendizaje, tendr&aacute;n la oportunidad de agradecer y celebrar todo lo que han vivido y logrado este a&ntilde;o, y afrontar, desde una mirada positiva, los desaf&iacute;os que se les presenten para seguir mejorando. Para ello, comunicar&aacute;n sus ideas y emociones, recordar&aacute;n historias o an&eacute;cdotas que guardan en sus tesoros, decidir&aacute;n a qu&eacute; o a qui&eacute;n agradecer y c&oacute;mo hacerlo a trav&eacute;s de los lenguajes del arte. Adem&aacute;s, identificar&aacute;n y celebrar&aacute;n en familia todos los motivos que tienen para agradecer.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En ese sentido, nos planteamos el siguiente reto: &iquest;Qu&eacute; podemos hacer para ayudar a nuestros familiares?</span></p>]]></description>
   <pubDate>Wed, 14 Feb 2024 13:07:57 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Ejemplos de situaciones significativas para el primer ciclo y segundo ciclo del nivel inicial</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/05d95a83b-1.jpg&quot;  width=&quot;480&quot;  height=&quot;295&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;Estas situaciones significativas fueron compiladas de las experiencias de aprendizaje de los a&amp;ntilde;os 2021 y 2022, pueden ser adecuados a su contexto, para sus unidades de aprendizaje del presente a&amp;ntilde;os 2024, espero que te sirva como gu&amp;iacute;a, comparta a todos los colegas del nivel inicial.&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; font-family: &apos;ROG Fonts&apos;;&quot;&amp;gt;EJEMPLOS DE SITUACIONES SIGNIFICATIVAS&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; font-family: &apos;ROG Fonts&apos;;&quot;&amp;gt;PARA El primer ciclo DE 0 A 2 A&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&amp;gt;&amp;Ntilde;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; font-family: &apos;ROG Fonts&apos;;&quot;&amp;gt;OS&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; font-family: &apos;ROG Fonts&apos;;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Fue compilado de las experiencias de aprendizaje de los a&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif; mso-bidi-font-family: Calibri;&quot;&amp;gt;&amp;ntilde;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;os 2021 y 2022, puede adecuar de acuerdo a su contexto para sus unidades de aprendizaje del presente a&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif; mso-bidi-font-family: Calibri;&quot;&amp;gt;&amp;ntilde;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;o 2024, espero que te sirva como gu&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif; mso-bidi-font-family: Calibri;&quot;&amp;gt;&amp;iacute;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;a.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;1. Que podr&amp;iacute;amos hacer para sensibilizar a la poblaci&amp;oacute;n para que pueda seguir las recomendaciones ante pandemias como el coronavirus.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En la I.E. 1190 Felipe Huam&amp;aacute;n Poma de Ayala la comunidad educativa es vulnerable a enfermedades globales que, como pandemias, tocan a toda la humanidad. Enfermedades, como el coronavirus, que influyen en distintos aspectos de nuestra sociedad como estilos de vida, cumplimientos de normas, racionamiento de gastos, posici&amp;oacute;n cr&amp;iacute;tica hacia las medidas de los gobiernos nacional, regional y local. Asimismo, esta situaci&amp;oacute;n es necesario desarrollar habilidades investigativas desde la escuela para que a mediano plazo el descubrimiento e innovaci&amp;oacute;n en el campo de la salud pueda permitirnos generar medicamentos y vacunas producidas por empresas nacionales.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Por ello, se invit&amp;oacute; a reflexionar sobre el tema mediante las siguientes preguntas. &amp;iquest;C&amp;oacute;mo se sienten frente a esta situaci&amp;oacute;n? &amp;iquest;Creen ustedes que deber&amp;iacute;amos actuar frente a esta problem&amp;aacute;tica? &amp;iquest;Que podr&amp;iacute;amos hacer para sensibilizar a la poblaci&amp;oacute;n para que pueda seguir las recomendaciones ante pandemias como el coronavirus? &amp;iquest;Qu&amp;eacute; cambios en los estilos de vida sociales, de salud y estilos de ense&amp;ntilde;anza y aprendizaje en nuevas plataformas como las digitales nos traen estas vivencias?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;2. Cambios en los estilos de vida sociales, de salud y estilos de ense&amp;ntilde;anza y aprendizaje en nuevas plataformas como las digitales.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En la I.E. 1190 Felipe Huam&amp;aacute;n Poma de Ayala la comunidad educativa presencia durante los meses de marzo y abril abundantes lluvias que causan eventos de deslizamiento de agua y lodo, afectando de manera directa sus hogares, causando escasez de servicio de primera necesidad. Adem&amp;aacute;s, esto genera una serie de enfermedades derivadas de la falta de agua potable y agua empozada. Tambi&amp;eacute;n nuestra comunidad es vulnerable a enfermedades globales que, como pandemias, tocan a toda la humanidad. Enfermedades, como el coronavirus, que influyen en distintos aspectos de nuestra sociedad como estilos de vida, cumplimientos de normas, racionamiento de gastos, posici&amp;oacute;n cr&amp;iacute;tica hacia las medidas de los gobiernos nacional, regional y local.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Por ello, se invit&amp;oacute; a reflexionar sobre el tema mediante las siguientes preguntas. &amp;iquest;C&amp;oacute;mo se sienten frente a esta situaci&amp;oacute;n? &amp;iquest;Creen ustedes que deber&amp;iacute;amos actuar frente a esta problem&amp;aacute;tica? &amp;iquest;Que podr&amp;iacute;amos hacer para sensibilizar a la poblaci&amp;oacute;n para que pueda seguir las recomendaciones ante pandemias como el coronavirus? &amp;iquest;Qu&amp;eacute; cambios en los estilos de vida sociales, de salud y estilos de ense&amp;ntilde;anza y aprendizaje en nuevas plataformas como las digitales nos traen estas vivencias?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;3. Tenemos diferentes habilidades.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En la I.E. 1190 los estudiantes manifiestan ritmos y estilos de aprendizaje diversos por lo que sus necesidades e intereses de aprendizaje var&amp;iacute;an. Asimismo, los estudiantes tienen diferentes habilidades que pueden expresarse en diferentes contextos como los Juegos Florales Escolares Nacionales y el Premio Nacional de Narrativo y Ensayo Jos&amp;eacute; Mar&amp;iacute;a Arguedas.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Por ello se invit&amp;oacute; a reflexionar sobre el tema, realizando las siguientes preguntas: &amp;iquest;C&amp;oacute;mo te gusta expresarte? &amp;iquest;Te gusta declamar, cantar u otra forma de expresarte oralmente? &amp;iquest;Qu&amp;eacute; actividades crees que te ayudar&amp;iacute;an a desenvolverte mejor en p&amp;uacute;blico?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;4. Cultura de nuestros padres y ancestros.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En la I.E. 1190, los estudiantes, a pesar de que el Per&amp;uacute; se encuentra a puertas de su bicentenario teniendo en cuenta que es un pa&amp;iacute;s pluricultural y multiling&amp;uuml;e, no se identifican con la cultura de procedencia de sus padres, abuelos y ancestros. Asimismo, adoptan culturas extranjeras con mucha facilidad y se alienan por la influencia de las redes sociales y el deseo de aceptaci&amp;oacute;n social.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Por ello, se invit&amp;oacute; a reflexionar sobre el tema, planteando las siguientes preguntas. &amp;iquest;C&amp;oacute;mo reafirmamos nuestra identidad cultural? &amp;iquest;Qu&amp;eacute; opinas de la cultura de tus padres y ancestros? &amp;iquest;Crees que otras culturas son mejores que la tuya? &amp;iquest;Por qu&amp;eacute;? &amp;iquest;Qu&amp;eacute; podr&amp;iacute;amos hacer para revertir la alienaci&amp;oacute;n y promover nuestra cultura?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;5. Conflictos familiares para desarrollar la resiliencia.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Participamos en la emisi&amp;oacute;n de programas radiales sobre conflictos familiares para desarrollar la resiliencia.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En la I.E. 1190, la mayor&amp;iacute;a de estudiantes viene de hogares disfuncionales donde se desarrollan conflictos familiares que generan una baja autoestima,&amp;nbsp; comportamientos y actitudes antisociales, los exponen a situaciones de riesgo. Adem&amp;aacute;s esto tambi&amp;eacute;n repercute en el aspecto pedag&amp;oacute;gico generando desinter&amp;eacute;s en sus aprendizajes.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Frente a ello reflexionamos sobre el tema y nos planteamos las siguientes preguntas: &amp;iquest;Por qu&amp;eacute; se generan los conflictos familiares? &amp;iquest;Creen que estos conflictos influyen en tu comportamiento? &amp;iquest;C&amp;oacute;mo se sienten frente a estos conflictos? &amp;iquest;Sabes que es la resiliencia?, &amp;iquest;Por qu&amp;eacute; ser&amp;aacute; importante desarrollarla? &amp;iquest;Qu&amp;eacute; pueden hacer para afrontar estos problemas?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;6. Prevenimos la inseguridad ciudadana.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Al cumplir 200 a&amp;ntilde;os de independencia, los peruanos y peruanas hemos alcanzado diversos logros, como el reconocimiento de derechos y de nuestra gastronom&amp;iacute;a, el fortalecimiento de las habilidades de emprendimiento, entre otros. Sin embargo, ante el problema de la inseguridad ciudadana, tenemos el desaf&amp;iacute;o de encontrar mejores respuestas a esta realidad que afecta a nuestras familias y al pa&amp;iacute;s. Esto demanda acciones desde el Estado y la sociedad civil para la gesti&amp;oacute;n y previsi&amp;oacute;n de la seguridad que nos permitan vivir en espacios confiables, a fin de construir una sociedad cada vez m&amp;aacute;s segura, inclusiva y orientada al bien com&amp;uacute;n.&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En consecuencia, se invita a reflexionar sobre el tema planteando las siguientes preguntas: &amp;iquest;C&amp;oacute;mo pueden analizar datos o informaci&amp;oacute;n de las causas de inseguridad ciudadana? &amp;iquest;C&amp;oacute;mo podemos afrontar este problema social? Desde el &amp;aacute;rea, &amp;iquest;qu&amp;eacute; actividades podr&amp;iacute;amos realizar para prevenir a las personas de tu entorno para que no sean v&amp;iacute;ctimas de la inseguridad ciudadana?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;7. Elaboramos noticias sobre el cuidado del medioambiente.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Los estudiantes de la I.E. 1190 Felipe Huam&amp;aacute;n Poma de Ayala observan en su entorno el escaso compromiso de los pobladores de su localidad con el cuidado del medioambiente.&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;A partir de ello, se invita a reflexionar sobre este problema mundial planteando las siguientes preguntas: &amp;iquest;Como las personas de mi localidad contaminan el medioambiente? &amp;iquest;Qu&amp;eacute; debemos hacer para desarrollar la conciencia de ambiental de las personas de nuestro entorno? Desde al &amp;aacute;rea, &amp;iquest;Qu&amp;eacute; actividades podemos realizar para difundir el cuidado del medioambiente?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;8. Agasajamos a nuestras madres con textos elaborados por nosotros&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En el mes de mayo reconocemos a las madres de familia o las personas que puedan desempe&amp;ntilde;ar esta funci&amp;oacute;n: hermanas mayores, t&amp;iacute;as, abuelas o madrastras. El cari&amp;ntilde;o es lo que convierte a una mujer en madre y ello tiene mucha influencia en la calidad de vida de los estudiantes. En ese sentido esta fecha es importante porque las madres o las mujeres que cumplen esa funci&amp;oacute;n deben ser reconocidas no solamente por sus familias, sino por la instituci&amp;oacute;n educativa.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Ante esta situaci&amp;oacute;n, nos planteamos el siguiente reto: &amp;iquest;C&amp;oacute;mo podemos agasajar a las mujeres que cumplen la funci&amp;oacute;n de madre para los estudiantes?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;9. Participamos mediante la argumentaci&amp;oacute;n en las Elecciones Municipales y Regionales 2022.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Nos encontramos este 2022 en un contexto de las Elecciones Municipales y Regionales, y es una oportunidad que nos permite reflexionar con nuestras familias sobre la importancia de la participaci&amp;oacute;n democr&amp;aacute;tica, el respeto a la diversidad de culturas, las formas de organizaci&amp;oacute;n, entre otros aspectos. Todo ello a pesar de la incertidumbre producto de la pandemia que a&amp;uacute;n estamos viviendo, y por las diversas problem&amp;aacute;ticas y tensiones que afectan la convivencia en la diversidad. Asimismo, observamos que, en los diversos espacios y escenarios de nuestro entorno, muchos ciudadanos y ciudadanas muestran, en la vida diaria, desinter&amp;eacute;s por la participaci&amp;oacute;n activa y democr&amp;aacute;tica, as&amp;iacute; como por los procesos que se desarrollan cada cierto tiempo y en los que se ejerce el derecho a elegir a nuestros representantes.&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Ante esta situaci&amp;oacute;n, nos planteamos el siguiente reto: &amp;iquest;C&amp;oacute;mo podemos las y los adolescentes promover en nuestra familia y comunidad la participaci&amp;oacute;n democr&amp;aacute;tica y la convivencia en la diversidad para contribuir con la mejora de la sociedad?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; font-family: &apos;ROG Fonts&apos;;&quot;&amp;gt;EJEMPLOS DE SITUACIONES SIGNIFICATIVAS&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; font-family: &apos;ROG Fonts&apos;;&quot;&amp;gt;PARA El SEGUNDO ciclo DE 3 A 5 A&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;&quot;&amp;gt;&amp;Ntilde;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; font-family: &apos;ROG Fonts&apos;;&quot;&amp;gt;OS&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;1. AS&amp;Iacute; SOY YO.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Las ni&amp;ntilde;as y los ni&amp;ntilde;os se hacen muchas preguntas cuando quieren conocer m&amp;aacute;s acerca de ellos mismos, tanto sobre su historia personal como sobre sus caracter&amp;iacute;sticas f&amp;iacute;sicas. Por ejemplo: &amp;iquest;C&amp;oacute;mo era de beb&amp;eacute;? &amp;iquest;Por qu&amp;eacute; me llamo as&amp;iacute;? &amp;iquest;Qui&amp;eacute;n me puso mi nombre? &amp;iquest;A qui&amp;eacute;n me parezco? Posiblemente, tus estudiantes hacen estas y otras preguntas. Por ello, es importante reconocerlas, valorarlas y ayudarlos a encontrar las respuestas como parte del proceso de construcci&amp;oacute;n de su identidad.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En esta experiencia de aprendizaje, a los ni&amp;ntilde;os y ni&amp;ntilde;as se les plantear&amp;aacute; descubrir aquellas caracter&amp;iacute;sticas que los hacen &amp;uacute;nicos y especiales. Se promover&amp;aacute; el autoconocimiento planteando preguntas que los desaf&amp;iacute;en a expresar y comunicar, de diversas maneras, c&amp;oacute;mo se perciben a s&amp;iacute; mismos. Para lograrlo, observar&amp;aacute;n y describir&amp;aacute;n sus caracter&amp;iacute;sticas f&amp;iacute;sicas, reconociendo tambi&amp;eacute;n sus cualidades, gustos y preferencias. De igual manera, conocer&amp;aacute;n m&amp;aacute;s sobre su historia personal a trav&amp;eacute;s de relatos, fotos u objetos que hay en el hogar. As&amp;iacute; podr&amp;aacute;n hacer preguntas sobre las historias que escuchan y representarlas por medio de dibujos u otras formas de expresi&amp;oacute;n para que puedan compartir, con las personas m&amp;aacute;s cercanas, lo que deseen contar de s&amp;iacute; mismos&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;La vida cotidiana est&amp;aacute; llena de oportunidades para que las ni&amp;ntilde;as y los ni&amp;ntilde;os den su opini&amp;oacute;n y participen en algunos asuntos familiares seg&amp;uacute;n sus posibilidades. En ese sentido, el rol del adulto es fundamental para promover estos espacios.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En esta experiencia de aprendizaje, las ni&amp;ntilde;as y los ni&amp;ntilde;os tendr&amp;aacute;n diferentes oportunidades para expresar sus ideas, opiniones y emociones. Asimismo, tendr&amp;aacute;n la posibilidad de elegir sobre aquello que les gusta y no les gusta hacer, dar raz&amp;oacute;n sobre las decisiones que toman y reconocer que algunas de sus decisiones tal vez no pueden realizarse. Adem&amp;aacute;s, compartir&amp;aacute;n con su familia las actividades cotidianas y las rutinas, escuchar&amp;aacute;n historias, propondr&amp;aacute;n juegos y descubrir&amp;aacute;n lo que son capaces de hacer por s&amp;iacute; mismos sin ayuda de los dem&amp;aacute;s.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;2. YO SOY IMPORTANTE Y MI VOZ CUENTA.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;La vida cotidiana est&amp;aacute; llena de oportunidades para que las ni&amp;ntilde;as y los ni&amp;ntilde;os den su opini&amp;oacute;n y participen en algunos asuntos familiares seg&amp;uacute;n sus posibilidades. En ese sentido, el rol del adulto es fundamental para promover estos espacios.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En esta experiencia de aprendizaje, las ni&amp;ntilde;as y los ni&amp;ntilde;os tendr&amp;aacute;n diferentes oportunidades para expresar sus ideas, opiniones y emociones. Asimismo, tendr&amp;aacute;n la posibilidad de elegir sobre aquello que les gusta y no les gusta hacer, dar raz&amp;oacute;n sobre las decisiones que toman y reconocer que algunas de sus decisiones tal vez no pueden realizarse. Adem&amp;aacute;s, compartir&amp;aacute;n con su familia las actividades cotidianas y las rutinas, escuchar&amp;aacute;n historias, propondr&amp;aacute;n juegos y descubrir&amp;aacute;n lo que son capaces de hacer por s&amp;iacute; mismos sin ayuda de los dem&amp;aacute;s.&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;3. TE CUENTO C&amp;Oacute;MO ME SIENTO.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En esta experiencia de aprendizaje, haremos un viaje por las emociones planteando algunas situaciones para que las ni&amp;ntilde;as y los ni&amp;ntilde;os reconozcan y tomen conciencia de sus emociones y las de los dem&amp;aacute;s. Este recorrido lo haremos a trav&amp;eacute;s de cuentos e historias cuyos personajes vivir&amp;aacute;n emociones como el miedo, la alegr&amp;iacute;a, la pena o el enojo. A partir de estas historias, se plantear&amp;aacute;n situaciones y preguntas para que las ni&amp;ntilde;as y los ni&amp;ntilde;os puedan conectarse con sus propias emociones y reflexionar sobre ellas aprendiendo a reconocerlas y manejarlas de manera progresiva.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Realizar&amp;aacute;n, asimismo, algunos juegos en familia para promover el autoconocimiento y motivar di&amp;aacute;logos y conversaciones acerca de las emociones.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Tendr&amp;aacute;n el desaf&amp;iacute;o de expresar con palabras y con los lenguajes del arte lo que sienten y piensan sobre las emociones. Con estas producciones, elaborar&amp;aacute;n un diario y un &amp;ldquo;emoci&amp;oacute;metro&amp;rdquo; para ir reconociendo de manera concreta cu&amp;aacute;n intensa pueden ser las formas en las que expresan sus emociones.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;4. ME CUIDO, NOS CUIDAMOS Y A LA MADRE TIERRA AYUDAMOS.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;La crisis sanitaria que actualmente vivimos ha generado cambios en nuestras formas de vivir y de cuidarnos. El lavado frecuente de las manos y el uso de mascarillas son algunas de las acciones que diariamente realizamos para protegernos del COVID-19. Si bien estas acciones son fundamentales para cuidar nuestra salud, es importante tomar conciencia del impacto que pueden generar en el ambiente. Por ejemplo, la contaminaci&amp;oacute;n por la cantidad de basura que generamos con los elementos de protecci&amp;oacute;n (mascarillas, protectores faciales y guantes), el uso inadecuado del agua, entre otros. Antes esta situaci&amp;oacute;n, nos&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;preguntamos: &amp;iquest;C&amp;oacute;mo protegernos en tiempos de pandemia cuidando los recursos naturales y generando la menor cantidad de residuos?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;5. C&amp;Oacute;MO SOY POR DENTRO Y POR FUERA.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Las ni&amp;ntilde;as y los ni&amp;ntilde;os al moverse, jugar, correr &amp;ndash;o al realizar actividades de movimiento y representaci&amp;oacute;n&amp;ndash; pueden conocer m&amp;aacute;s sobre su cuerpo. Tambi&amp;eacute;n al observar, explorar, experimentar y sentir diversas sensaciones tanto externas como internas.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;A trav&amp;eacute;s de esta experiencia de aprendizaje, las ni&amp;ntilde;as y los ni&amp;ntilde;os tendr&amp;aacute;n la oportunidad de continuar descubriendo c&amp;oacute;mo es su cuerpo y c&amp;oacute;mo funciona por dentro y por fuera. Para ello, se plantear&amp;aacute;n preguntas y elaborar&amp;aacute;n dos dibujos en tama&amp;ntilde;o real que representen su cuerpo (externa e internamente) desde sus conocimientos previos, la observaci&amp;oacute;n de su cuerpo y las actividades que el adulto les plantea. Recoger&amp;aacute;n informaci&amp;oacute;n a partir de la revisi&amp;oacute;n de diferentes fuentes, escritas y orales, y compartir&amp;aacute;n sus descubrimientos con otras y otros.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;6. &amp;iquest;QU&amp;Eacute; COMER&amp;Eacute; ESTA VEZ? CONSERVAMOS Y PREPARAMOS LOS ALIMENTOS.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Actualmente, las ni&amp;ntilde;as y los ni&amp;ntilde;os pasan mucho tiempo en casa; esto les permite involucrarse m&amp;aacute;s en las actividades cotidianas, algunas vinculadas con la alimentaci&amp;oacute;n, como sembrar, cosechar o recoger los frutos de estaci&amp;oacute;n, organizar los alimentos en casa, participar en su conservaci&amp;oacute;n y preparaci&amp;oacute;n, compartir la comida en familia, entre otras.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Por ello, en esta experiencia de aprendizaje, tendr&amp;aacute;n la oportunidad de responder la siguiente pregunta: &amp;iquest;C&amp;oacute;mo se conservan y preparan los alimentos que consumimos en mi familia?, y se enfrentar&amp;aacute;n a los desaf&amp;iacute;os de explorar los alimentos que se consumen en sus hogares y en su comunidad, plantear preguntas y obtener informaci&amp;oacute;n de diferentes fuentes (recetas, relatos de origen de los alimentos, historias, entre otros). Adem&amp;aacute;s, desarrollar&amp;aacute;n sus nociones matem&amp;aacute;ticas al agregar, contar, utilizar nociones de tiempo y correspondencia uno a uno. A partir de sus hallazgos, elaborar&amp;aacute;n un cuaderno con sus descubrimientos sobre el proceso de conservaci&amp;oacute;n y el de preparaci&amp;oacute;n de alimentos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;7. UN VIAJE POR EL PER&amp;Uacute; DESDE LA MIRADA DE LAS NI&amp;Ntilde;AS Y LOS NI&amp;Ntilde;OS.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Cuando escuchamos la palabra Per&amp;uacute;, es posible que nos llenemos de im&amp;aacute;genes mentales, recuerdos y miles de sensaciones que se han impregnado en nuestro ser a partir de nuestras vivencias familiares y sociales, pero &amp;iquest;qu&amp;eacute; es el Per&amp;uacute; para las ni&amp;ntilde;as y los ni&amp;ntilde;os? &amp;iquest;Qu&amp;eacute; representa, qu&amp;eacute; significa para ellas y &amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;ellos ser peruana o peruano? A trav&amp;eacute;s de esta experiencia de aprendizaje, se plantea a las ni&amp;ntilde;as y a los ni&amp;ntilde;os un viaje por el Per&amp;uacute; a partir de sus ra&amp;iacute;ces, costumbres, historias y tradiciones familiares y de su comunidad. Para ello, har&amp;aacute;n un recorrido por su casa y por el barrio o calle donde viven para descubrir el Per&amp;uacute;. Viajar&amp;aacute;n a trav&amp;eacute;s del tiempo para conocer m&amp;aacute;s sobre sus ra&amp;iacute;ces, costumbres y tradiciones; conocer&amp;aacute;n la historia de su calle, barrio o pueblo, as&amp;iacute; como los alimentos, objetos, monumentos y recursos naturales de su comunidad. Escuchar&amp;aacute;n relatos, an&amp;eacute;cdotas, biograf&amp;iacute;as de personajes que han construido la historia de nuestra comunidad o nuestro pa&amp;iacute;s y que pueden ser cercanas a la vida cotidiana de las ni&amp;ntilde;as y los ni&amp;ntilde;os, como el h&amp;eacute;roe que da nombre a la calle en donde viven, por ejemplo. Observar&amp;aacute;n fotograf&amp;iacute;as que los transportar&amp;aacute;n en el tiempo para conocer c&amp;oacute;mo era el Per&amp;uacute;, su gente, sus tradiciones; c&amp;oacute;mo se vest&amp;iacute;an los abuelos; y c&amp;oacute;mo se transportaban, alimentaban y comunicaban.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Con todas estas vivencias, elaborar&amp;aacute;n una presentaci&amp;oacute;n haciendo uso de los diferentes lenguajes art&amp;iacute;sticos, de manera que puedan integrar toda la informaci&amp;oacute;n que han recogido para compartir e intercambiar con otros ni&amp;ntilde;os y ni&amp;ntilde;as de su grupo y de otros lugares. De esta forma, queremos despertar su inter&amp;eacute;s y amor por su lugar de origen, y, desde ese conocimiento y sentimiento, puedan construir y valorar su identidad.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;8. MI FAMILIA ES &amp;Uacute;NICA.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En el contexto actual de la emergencia sanitaria, las ni&amp;ntilde;as y los ni&amp;ntilde;os pasan m&amp;aacute;s tiempo en casa junto a su familia, lo cual es una oportunidad para compartir momentos que les permitan estrechar v&amp;iacute;nculos, conocer m&amp;aacute;s sobre sus or&amp;iacute;genes y, con ello, desarrollar su sentido de pertenencia al grupo familiar.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Esta experiencia de aprendizaje tiene como prop&amp;oacute;sito que las ni&amp;ntilde;as y los ni&amp;ntilde;os se reconozcan como parte de una familia con caracter&amp;iacute;sticas, valores, saberes, gustos y preferencias particulares. Para ello, compartir&amp;aacute;n momentos familiares que los desaf&amp;iacute;en a descubrir por qu&amp;eacute; su familia es &amp;uacute;nica a partir de relatos de historias, entrevistas, conversaciones y juegos. En estas actividades, se promover&amp;aacute; tambi&amp;eacute;n el acercamiento al mundo escrito para que puedan plasmar las historias que van escuchando.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;9. UNO, CINCO, TRES, &amp;iquest;C&amp;Oacute;MO LO RESUELVO ESTA VEZ?&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Las situaciones de exploraci&amp;oacute;n, construcci&amp;oacute;n y juego permiten a las ni&amp;ntilde;as y a los ni&amp;ntilde;os resolver, a trav&amp;eacute;s de distintas estrategias, peque&amp;ntilde;os y grandes problemas. Por ello, esta experiencia de aprendizaje tiene como prop&amp;oacute;sito que las ni&amp;ntilde;as y los ni&amp;ntilde;os tengan la posibilidad de plantear estrategias y soluciones diversas para seleccionar, ordenar, agrupar, y establecer relaciones espaciales, de cantidad y medida en las situaciones l&amp;uacute;dicas que se plantean. Har&amp;aacute;n uso de las expresiones matem&amp;aacute;ticas que conocen y adquirir&amp;aacute;n otras durante sus exploraciones. De igual manera, pondr&amp;aacute;n en juego sus habilidades y estrategias&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;para organizar y realizar algunos juegos, como el tumbalatas, utilizando los materiales que han ido recolectando durante la experiencia. En estas actividades, establecer&amp;aacute;n acuerdos con sus familiares, mostrar&amp;aacute;n respeto y cuidado por el material que usan y el espacio en el que realizar&amp;aacute;n los juegos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;10. NOS DIVERTIMOS EN FAMILIA.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En esta experiencia de aprendizaje, se promover&amp;aacute; que las ni&amp;ntilde;as y los ni&amp;ntilde;os compartan momentos en familia a trav&amp;eacute;s de actividades cotidianas, de cuidado, comunicaci&amp;oacute;n y juego. En esta experiencia, podr&amp;aacute;n conversar y acordar qu&amp;eacute; actividades y juegos les gustar&amp;iacute;a hacer en familia, descubrir los juegos favoritos de mam&amp;aacute;, pap&amp;aacute; o de los abuelos, y comentar sobre los juegos que m&amp;aacute;s les gustan. En ellos, podr&amp;aacute;n expresarse a trav&amp;eacute;s del cuerpo y otros lenguajes expresivos vinculados al arte y representar con dibujos o palabras (escritas por un adulto) sus ideas de juegos y las emociones que pueden sentir. Con todas estas producciones, podr&amp;aacute;n hacer una carpeta, diario o libro sobre los &amp;ldquo;Momentos de juego en familia&amp;rdquo;.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;11. DESCUBRIENDO Y VALORANDO EL MUNDO EN EL QUE CONVIVO.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Nuestras acciones cotidianas, tanto en el hogar como en el barrio y en la comunidad, contribuyen al cuidado de nuestro entorno, pues con peque&amp;ntilde;as acciones podemos generar grandes cambios. Por ello, planteamos algunas preguntas que nos llevar&amp;aacute;n a descubrir y valorar el lugar donde vivimos y fomentar su cuidado: &amp;iquest;C&amp;oacute;mo afectan nuestras acciones en el cuidado de nuestro entorno? &amp;iquest;Qu&amp;eacute; h&amp;aacute;bitos podemos mejorar en nuestro hogar o comunidad? &amp;iquest;C&amp;oacute;mo podr&amp;iacute;amos contribuir al cuidado del lugar donde vivimos?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En esta experiencia de aprendizaje, las ni&amp;ntilde;as y los ni&amp;ntilde;os observar&amp;aacute;n su entorno para identificar lo que les guste de este y algunas situaciones o acciones (en el hogar, en el barrio o en la comunidad) que tienen un impacto positivo o negativo en el ambiente. Asimismo, buscar&amp;aacute;n informaci&amp;oacute;n sobre las acciones que pueden realizar en su hogar para cuidar su entorno y, junto a su familia, implementar pr&amp;aacute;cticas y h&amp;aacute;bitos responsables, tales como usar bolsas de tela para comprar, apagar la luz y separar los residuos, entre otros. Adem&amp;aacute;s, comunicar&amp;aacute;n la importancia de cuidar su entorno a trav&amp;eacute;s de una composici&amp;oacute;n art&amp;iacute;stica, la cual ubicar&amp;aacute;n en un espacio p&amp;uacute;blico para que pueda ser vista por los integrantes de su comunidad. Para esto, har&amp;aacute;n uso de diferentes materiales reciclados, experimentar&amp;aacute;n con ellos y los combinar&amp;aacute;n con otros lenguajes que contribuyan a desarrollar su propuesta creativa.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En ese sentido, nos planteamos el siguiente reto: &amp;iquest;C&amp;oacute;mo afectan nuestras acciones en el cuidado de nuestro entorno? &amp;iquest;Qu&amp;eacute; h&amp;aacute;bitos podemos mejorar en nuestro hogar o comunidad? &amp;iquest;C&amp;oacute;mo podr&amp;iacute;amos contribuir al cuidado del lugar donde vivimos?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;12. MERCADOS Y FERIAS DE MI COMUNIDAD.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Esta experiencia de aprendizaje busca que las ni&amp;ntilde;as y los ni&amp;ntilde;os puedan vivenciar de manera real o simulada la compra, venta e intercambio de diferentes productos, que puedan jugar a la tienda o a la feria, crear un espacio para ello y realizar algunas actividades l&amp;uacute;dicas. En ese sentido, plantearemos preguntas como estas: &amp;iquest;Qu&amp;eacute; tiendas, ferias o mercados hay en mi comunidad? &amp;iquest;C&amp;oacute;mo son? &amp;iquest;Qu&amp;eacute; hay en ellas? &amp;iquest;C&amp;oacute;mo podemos crear una feria, tienda o mercado en casa para jugar?&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En esta experiencia de aprendizaje, las ni&amp;ntilde;as y los ni&amp;ntilde;os tendr&amp;aacute;n la oportunidad de recorrer su comunidad para identificar las ferias, los mercados y las tiendas que hay en ella (panader&amp;iacute;a, zapater&amp;iacute;a, joyer&amp;iacute;a, verduler&amp;iacute;a, restaurantes, etc.), a partir de la observaci&amp;oacute;n de los carteles o las vitrinas, puedan expresar sus ideas respecto a estos establecimientos. Asimismo, resolver&amp;aacute;n problemas al plantear estrategias para armar su tiendita, en la cual podr&amp;aacute;n jugar y realizar actividades l&amp;uacute;dicas imitando situaciones de venta simulada, desarrollando competencias matem&amp;aacute;ticas como el conteo, la clasificaci&amp;oacute;n y seriaci&amp;oacute;n, la correspondencia, a fin de acercarse as&amp;iacute; al concepto de cantidad. De igual manera, podr&amp;aacute;n desarrollar sus competencias comunicativas al escribir &amp;ndash;seg&amp;uacute;n sus niveles de escritura&amp;ndash; el nombre de algunos productos, listas de compras, el nombre de la tienda, y leer carteles de los productos que se vender&amp;aacute;n, as&amp;iacute; como de envolturas, a partir de la creaci&amp;oacute;n de una tienda, mercado o feria en casa. Igualmente, elaborar&amp;aacute;n un plano con la ubicaci&amp;oacute;n espacial de la tienda y de los productos que se vender&amp;aacute;n. La tienda la construir&amp;aacute;n usando materiales de re&amp;uacute;so para luego jugar en ella.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En ese sentido, nos planteamos el siguiente reto: &amp;iquest;Qu&amp;eacute; tiendas, ferias o mercados hay en mi comunidad? &amp;iquest;C&amp;oacute;mo son? &amp;iquest;Qu&amp;eacute; hay en ellas? &amp;iquest;C&amp;oacute;mo podemos crear una feria, tienda o mercado en casa para jugar?&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;13. &amp;iquest;A QU&amp;Eacute; SUENA EL PER&amp;Uacute;?&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Descubrir al Per&amp;uacute; a trav&amp;eacute;s de sus sonidos es una oportunidad para que las ni&amp;ntilde;as y los ni&amp;ntilde;os se conecten con todo lo que los rodea y con su cultura. Por ejemplo, sonidos como el canto de los p&amp;aacute;jaros, las olas del mar, la tormenta en la Amazon&amp;iacute;a, el amanecer andino, el tr&amp;aacute;fico de la ciudad, las voces de las personas, las pisadas al caminar sobre el pasto, el silbido del afilador, el sonido de una zampo&amp;ntilde;a o de las cuerdas de una guitarra.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En esta experiencia de aprendizaje, se plantea que las ni&amp;ntilde;as y los ni&amp;ntilde;os descubran los sonidos del mundo que los rodea y aquellos que son propios de nuestro pa&amp;iacute;s. Se promover&amp;aacute; la exploraci&amp;oacute;n sonora y musical que les permita percibir y crear nuevas formas de expresi&amp;oacute;n, comunicar sus ideas, opiniones y emociones sobre las historias, sonidos y m&amp;uacute;sica que escuchan; sobre sus descubrimientos y lo que pueden hacer con los sonidos desde su iniciativa. De igual manera, se promover&amp;aacute; el respeto y valoraci&amp;oacute;n de nuestra diversidad cultural.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Durante esta experiencia de aprendizaje, las ni&amp;ntilde;as y los ni&amp;ntilde;os tendr&amp;aacute;n la oportunidad de&amp;lt;a name=&quot;_Hlk158808235&quot;&amp;gt;&amp;lt;/a&amp;gt; coleccionar los sonidos que descubren y colocarlos en una &amp;ldquo;caja de sonidos&amp;rdquo;, que usar&amp;aacute;n para jugar, crear y compartir con su familia.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En ese sentido, nos planteamos el siguiente reto: &amp;iquest; C&amp;oacute;mo coleccionar los sonidos que descubrimos y colocarlos en una &amp;ldquo;caja de sonidos&amp;rdquo;?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;14. SOMOS PROTECTORAS Y PROTECTORES DE LA NATURALEZA.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Somos naturaleza, al igual que los animales, las plantas, las monta&amp;ntilde;as y los r&amp;iacute;os. Todo lo que nace y vive es parte de la naturaleza, y nuestra vida y la de otros seres se mantiene gracias a ella, a los alimentos y frutos que nos brinda, al agua que bebemos y al aire que respiramos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;La naturaleza es nuestra mejor maestra, pues nos invita a aprender de ella y con ella. Es fuente de inspiraci&amp;oacute;n de muchos aprendizajes, siendo el m&amp;aacute;s importante el aprender a quererla y a cuidarla. Por ello, es importante proporcionar a las ni&amp;ntilde;as y a los ni&amp;ntilde;os actividades que los pongan en contacto directo con el medio natural y que estimulen su amor por &amp;eacute;l a partir de acciones sencillas, que incluso podemos hacer desde casa, como cuidar una planta o a los animales, hacer un huerto, observar la belleza de una flor o maravillarse del trabajo que realizan las hormigas, observ&amp;aacute;ndolas con respeto, sin causarles da&amp;ntilde;o alguno.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;iquest;Qu&amp;eacute; podemos hacer para cuidar la naturaleza que nos rodea? En esta experiencia de aprendizaje, las ni&amp;ntilde;as y los ni&amp;ntilde;os podr&amp;aacute;n conocer m&amp;aacute;s acerca de la naturaleza y de c&amp;oacute;mo cuidarla. Podr&amp;aacute;n descubrir e indagar sobre ella al observarla, y plantear preguntas y explicaciones sobre lo que observan. Adem&amp;aacute;s, buscar&amp;aacute;n informaci&amp;oacute;n y har&amp;aacute;n recorridos en espacios naturales que les permitan visualizar y entender las relaciones entre todos los seres que los habitan y el impacto que nuestras acciones pueden ocasionar en ellos. De esta manera, las ni&amp;ntilde;as y los ni&amp;ntilde;os podr&amp;aacute;n hacer propuestas de acciones para proteger&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;la naturaleza. Ellas ser&amp;aacute;n comunicadas a sus familiares o amigos a trav&amp;eacute;s de un mural, un video u otras propuestas.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En ese sentido, nos planteamos el siguiente reto: &amp;iquest;Qu&amp;eacute; podemos hacer para cuidar la naturaleza que nos rodea?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;15. CREAMOS CON NUESTRA IMAGINACI&amp;Oacute;N.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En esta experiencia de aprendizaje, las ni&amp;ntilde;as y los ni&amp;ntilde;os tendr&amp;aacute;n la oportunidad de poner en juego su imaginaci&amp;oacute;n al crear, con el acompa&amp;ntilde;amiento de un adulto, un cuento o historia colectiva cuyo contenido est&amp;eacute; vinculado a los juegos que realiza.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Para esta creaci&amp;oacute;n, expresar&amp;aacute;n sus ideas, podr&amp;aacute;n imaginar y dise&amp;ntilde;ar los personajes, la indumentaria y el escenario. Asimismo, con la participaci&amp;oacute;n de sus familiares, podr&amp;aacute;n representar la historia a trav&amp;eacute;s de una dramatizaci&amp;oacute;n. Antes, har&amp;aacute;n un recorrido por toda la casa para recolectar diversos materiales de re&amp;uacute;so y los seleccionar&amp;aacute;n de acuerdo a lo que necesiten elaborar para la puesta en escena. Previamente a la representaci&amp;oacute;n, crear&amp;aacute;n sonidos especiales que acompa&amp;ntilde;en este momento. Todo ello les permitir&amp;aacute; poder desarrollar sus competencias comunicativas, dialogando y compartiendo con otros amigos y familiares las ideas y propuestas que surjan a lo largo del proceso de creaci&amp;oacute;n.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En ese sentido, nos planteamos el siguiente reto: &amp;iquest;Qu&amp;eacute; historias podemos crear a partir de nuestros juegos?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;16. MOTIVOS PARA AGRADECER Y CELEBRAR.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Durante este a&amp;ntilde;o, las ni&amp;ntilde;as y los ni&amp;ntilde;os disfrutaron de diversas experiencias de aprendizaje, enfrentaron diferentes situaciones, compartieron m&amp;aacute;s momentos en familia y encontraron mejores formas de comunicarse con su profesora o profesor, y sus amigas y amigos. En esta experiencia de aprendizaje, tendr&amp;aacute;n la oportunidad de agradecer y celebrar todo lo que han vivido y logrado este a&amp;ntilde;o, y afrontar, desde una mirada positiva, los desaf&amp;iacute;os que se les presenten para seguir mejorando. Para ello, comunicar&amp;aacute;n sus ideas y emociones, recordar&amp;aacute;n historias o an&amp;eacute;cdotas que guardan en sus tesoros, decidir&amp;aacute;n a qu&amp;eacute; o a qui&amp;eacute;n agradecer y c&amp;oacute;mo hacerlo a trav&amp;eacute;s de los lenguajes del arte. Adem&amp;aacute;s, identificar&amp;aacute;n y celebrar&amp;aacute;n en familia todos los motivos que tienen para agradecer.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En ese sentido, nos planteamos el siguiente reto: &amp;iquest;Qu&amp;eacute; podemos hacer para ayudar a nuestros familiares?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
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   <title>Los enfoques transversales en la vida escolar</title>
   <link>https://prexas.com/los-enfoques-transversales-en-la-vida-escolar_e4115aa86.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/e4115aa86-1.jpg"  /></p><p>Los enfoques transversales en la vida escolar.</p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&iquest;C&Oacute;MO SE ABORDAN LOS ENFOQUES TRANSVERSALES EN LA VIDA ESCOLAR?</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Se abordan desde situaciones no planificadas o emergentes, planificadas o previstas y desde la organizaci&oacute;n de los espacios educativos. </span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En estas situaciones, se movilizan algunas competencias y valores de los ni&ntilde;os y las ni&ntilde;as para atender problemas, necesidades o intereses.</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">A. LAS SITUACIONES NO PLANIFICADAS O EMERGENTES:</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Son aquellas que surgen en el d&iacute;a a d&iacute;a en la convivencia dentro de la Instituci&oacute;n Educativa o fuera de ella, y pueden ocurrir en cualquier momento de la vida escolar. </span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Abordar estas situaciones implica promover un an&aacute;lisis y una reflexi&oacute;n individual o colectiva que permita afianzar los valores y actitudes.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Estas situaciones pueden ocurrir, por ejemplo, entre dos ni&ntilde;os, entre grupos de ni&ntilde;os, entre un docente y sus ni&ntilde;os, entre el personal administrativo y los padres de familia, etc.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">As&iacute; planteadas, estas situaciones proponen desaf&iacute;os o demandas que podr&iacute;an ser abordados en el momento en que se producen o requerir informaci&oacute;n adicional para su tratamiento.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">A continuaci&oacute;n, se presentan algunas consideraciones que deber&iacute;an tener en cuenta los miembros de la Instituci&oacute;n Educativa al abordar este tipo de situaciones:</span></p>
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<tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;">
<td style="width: 120.25pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #FFE599; mso-background-themecolor: accent4; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" width="160">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><a href="//prexas.com/uploads/articles/8472fba7.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/8472fba7.png" alt="" width="84" height="112" border="0" hspace="" vspace="" /></a><strong><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">CONSIDERACIONES QUE DEBER&Iacute;AN TENER EN CUENTA LOS MIEMBROS DE LA INSTITUCI&Oacute;N EDUCATIVA.</span></strong></p>
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<td style="width: 396.75pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #E2EFD9; mso-background-themecolor: accent6; mso-background-themetint: 51; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="529">
<p class="MsoListParagraphCxSpFirst" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Estar atento a las situaciones que surgen en el d&iacute;a a d&iacute;a: en esos momentos, se ponen de manifiesto los valores y las actitudes relacionados con los enfoques transversales.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Considerar a todas las situaciones emergentes como una oportunidad para aprender.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Valorar a todos los ni&ntilde;os y las ni&ntilde;as trat&aacute;ndolos con dignidad y respeto, y d&aacute;ndoles la oportunidad de expresar su punto de vista o su versi&oacute;n de los hechos.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Ser emp&aacute;tico con los ni&ntilde;os y las ni&ntilde;as, buscar entender sus sentimientos y responder apropiadamente a ellos.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Dialogar y reflexionar sobre lo ocurrido, sobre los valores y actitudes puestos en juego, de qu&eacute; otra manera se debi&oacute; actuar, cu&aacute;les son las consecuencias de lo ocurrido, cu&aacute;les son los acuerdos para resolverlos, entre otros.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Ser una persona genuina, consciente de s&iacute; misma y capaz de comportarse de acuerdo con los valores y actitudes que se promueven en las IIEE. Esto es importante, sobre todo, en el momento en que reconocemos que hemos cometido un error o un exceso como docentes.</span></p>
<p class="MsoListParagraphCxSpLast" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Rectificarse y reflexionar sobre el hecho es un testimonio de integridad.</span></p>
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<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">B. SITUACIONES PLANIFICADAS O PREVISTAS:</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Se entienden como acciones que anticipan los miembros de la Instituci&oacute;n Educativa para abordar los valores y las actitudes relacionados con los enfoques transversales. Como en el caso de las situaciones emergentes, tambi&eacute;n responden a las necesidades e intereses de los ni&ntilde;os y las ni&ntilde;as, as&iacute; como a la realidad cotidiana y al contexto sociocultural.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Todo aquello que se genera o planifica desde la Instituci&oacute;n Educativa debe mostrar conexi&oacute;n directa con las actitudes y valores relacionados con los enfoques transversales. Estos deben verse reflejados en la gesti&oacute;n de la misma; en las relaciones humanas; en la organizaci&oacute;n de los tiempos y rutinas; y en la planificaci&oacute;n del proceso de ense&ntilde;anza y aprendizaje. </span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">A continuaci&oacute;n, se explica cada uno de ellos:</span></p>
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<tbody>
<tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;">
<td style="width: 127.35pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #FFD966; mso-background-themecolor: accent4; mso-background-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt;" width="170">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><a href="//prexas.com/uploads/articles/8472fba7.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/8472fba7.png" alt="" width="84" height="112" border="0" hspace="" vspace="" /></a><strong><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Gesti&oacute;n de la Instituci&oacute;n Educativa:</span></strong></p>
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<td style="width: 389.65pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #E2EFD9; mso-background-themecolor: accent6; mso-background-themetint: 51; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="520">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Se demandan pr&aacute;cticas democr&aacute;ticas que permitan</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">la participaci&oacute;n de toda la comunidad educativa y, en especial, de los ni&ntilde;os y las ni&ntilde;as.</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Para que los enfoques transversales realmente se vivencien en la comunidad educativa, y</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">est&eacute;n presentes en todos y cada uno de los espacios que la conforman, estos deben verse</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">reflejados en:</span></p>
<p class="MsoListParagraphCxSpFirst" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l1 level1 lfo2; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">El Proyecto educativo institucional.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l1 level1 lfo2; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">El Plan anual de trabajo.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l1 level1 lfo2; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">El Proyecto curricular institucional</span></p>
<p class="MsoListParagraphCxSpLast" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l1 level1 lfo2; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">El Reglamento interno de la Instituci&oacute;n Educativa.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="width: 127.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFD966; mso-background-themecolor: accent4; mso-background-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt;" width="170">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Relaciones humanas al interior de la Instituci&oacute;n Educativa:</span></strong></p>
</td>
<td style="width: 389.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #E2EFD9; mso-background-themecolor: accent6; mso-background-themetint: 51; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="520">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Se requiere que la gesti&oacute;n escolar impulse un clima favorable al aprendizaje y que propicie:</span></p>
<p class="MsoListParagraphCxSpFirst" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l4 level1 lfo3; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Una convivencia grata, inclusiva y respetuosa.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l4 level1 lfo3; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Un esp&iacute;ritu de integraci&oacute;n y colaboraci&oacute;n entre las personas que conforman la comunidad educativa.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l4 level1 lfo3; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">La soluci&oacute;n respetuosa y democr&aacute;tica de los conflictos a trav&eacute;s del intercambio de ideas en un clima de respeto.</span></p>
<p class="MsoListParagraphCxSpLast" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l4 level1 lfo3; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">El respeto por el rol de la familia en el proceso de aprendizaje de sus hijos y la valoraci&oacute;n de las experiencias personales y sociales como una oportunidad de aprendizaje.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="width: 127.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFD966; mso-background-themecolor: accent4; mso-background-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt;" width="170">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">La planificaci&oacute;n curricular del docente:</span></strong></p>
</td>
<td style="width: 389.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #E2EFD9; mso-background-themecolor: accent6; mso-background-themetint: 51; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="520">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Se parte de la definici&oacute;n de los prop&oacute;sitos de aprendizaje (competencias y enfoques transversales), los cuales se ponen de manifiesto a partir de situaciones significativas. Esto, desde la perspectiva de los enfoques transversales, implica lo siguiente:</span></p>
<p class="MsoListParagraphCxSpFirst" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l2 level1 lfo4; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Promover una comunicaci&oacute;n afectiva en la cual los docentes y los ni&ntilde;os y las ni&ntilde;as se sienten respetados, y los ni&ntilde;os y las ni&ntilde;as sienten que los docentes se preocupan por ellos y sus aprendizajes. Se ha de procurar un clima de confianza donde se promueva la escucha atenta, la aceptaci&oacute;n mutua de las ideas, etc. Para ello, son fundamentales las actitudes del docente por su acci&oacute;n como modelo para los ni&ntilde;os y las ni&ntilde;as.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l2 level1 lfo4; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Brindar espacios a los ni&ntilde;os y las ni&ntilde;as para el di&aacute;logo, el debate, la discusi&oacute;n y la toma de decisiones en relaci&oacute;n con la forma de actuar de ellos u otras personas frente a diversas situaciones. En la interacci&oacute;n con los dem&aacute;s, el ni&ntilde;o y la ni&ntilde;a aprende a ser tolerante, a aceptar las ideas de otros y a ser responsable de sus acciones en un clima de colaboraci&oacute;n.</span></p>
<p class="MsoListParagraphCxSpLast" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l2 level1 lfo4; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Organizar espacios, tiempos y rutinas para la discusi&oacute;n, el trabajo cooperativo y el acceso responsable a los materiales del grupo, entre otros. Implica asegurar un ambiente seguro, motivador</span> <span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">y de soporte. Las rutinas protegen el tiempo de aprendizaje de los ni&ntilde;os y las ni&ntilde;as.</span></p>
</td>
</tr>
</tbody>
</table>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">C. LA ORGANIZACI&Oacute;N DE ESPACIOS EDUCATIVOS:</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Deben ser vistas como oportunidades para desarrollar los enfoques transversales y poderlos vivenciar. Esta organizaci&oacute;n puede responder a diversos criterios como a continuaci&oacute;n ejemplificamos:</span></p>
<table class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;">
<td style="width: 127.35pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #FFD966; mso-background-themecolor: accent4; mso-background-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt;" width="170">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><a href="//prexas.com/uploads/articles/8472fba7.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/8472fba7.png" alt="" width="84" height="112" border="0" hspace="" vspace="" /></a><strong><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">La organizaci&oacute;n de espacios educativos:</span></strong></p>
</td>
<td style="width: 389.65pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="520">
<p class="MsoListParagraphCxSpFirst" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l3 level1 lfo5; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Reflejan y respetan la <strong>diversidad cultural </strong>propia de las comunidades al organizar sus espacios sin imponer criterios ajenos a la zona que generen nuevas barreras. </span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l3 level1 lfo5; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Representan la identidad colectiva de la IE, generando <strong>sentido de pertenencia </strong>y favoreciendo una convivencia democr&aacute;tica.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l3 level1 lfo5; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><strong><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Inclusivos</span></strong><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">, es decir, que los espacios propicien la participaci&oacute;n de todos los ni&ntilde;os y las ni&ntilde;as sin exclusi&oacute;n, permiti&eacute;ndoles desplegar, de la mejor manera, todas sus potencialidades.</span></p>
<p class="MsoListParagraphCxSpLast" style="mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l3 level1 lfo5; margin: 0cm 0cm 0cm 18.0pt;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">v </span></span><!--[endif]--><span style="font-size: 12.0pt; font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Promueve estilos de vida <strong>ambientalmente responsable </strong>mediante acciones y medidas concretas. Por ejemplo, la recuperaci&oacute;n de &aacute;reas verdes en desuso o &aacute;reas bald&iacute;as de la instituci&oacute;n educativa para utilizarlas como recursos pedag&oacute;gicos y espacios de socializaci&oacute;n, el uso de tachos diferenciados para residuos s&oacute;lidos, la aplicaci&oacute;n de las 3R (reducir, reusar y reciclar), el consumo responsable, el uso adecuado de los recursos h&iacute;dricos, del suelo, en otros.</span></p>
</td>
</tr>
</tbody>
</table>
<p>FUENTE: Programa Curricular de Educaci&oacute;n Inicial.</p>]]></description>
   <pubDate>Wed, 31 Jan 2024 11:28:07 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Los enfoques transversales en la vida escolar</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/e4115aa86-1.jpg&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;Los enfoques transversales en la vida escolar.&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;iquest;C&amp;Oacute;MO SE ABORDAN LOS ENFOQUES TRANSVERSALES EN LA VIDA ESCOLAR?&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Se abordan desde situaciones no planificadas o emergentes, planificadas o previstas y desde la organizaci&amp;oacute;n de los espacios educativos. &amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En estas situaciones, se movilizan algunas competencias y valores de los ni&amp;ntilde;os y las ni&amp;ntilde;as para atender problemas, necesidades o intereses.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;A. LAS SITUACIONES NO PLANIFICADAS O EMERGENTES:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Son aquellas que surgen en el d&amp;iacute;a a d&amp;iacute;a en la convivencia dentro de la Instituci&amp;oacute;n Educativa o fuera de ella, y pueden ocurrir en cualquier momento de la vida escolar. &amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Abordar estas situaciones implica promover un an&amp;aacute;lisis y una reflexi&amp;oacute;n individual o colectiva que permita afianzar los valores y actitudes.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Estas situaciones pueden ocurrir, por ejemplo, entre dos ni&amp;ntilde;os, entre grupos de ni&amp;ntilde;os, entre un docente y sus ni&amp;ntilde;os, entre el personal administrativo y los padres de familia, etc.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;As&amp;iacute; planteadas, estas situaciones proponen desaf&amp;iacute;os o demandas que podr&amp;iacute;an ser abordados en el momento en que se producen o requerir informaci&amp;oacute;n adicional para su tratamiento.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;A continuaci&amp;oacute;n, se presentan algunas consideraciones que deber&amp;iacute;an tener en cuenta los miembros de la Instituci&amp;oacute;n Educativa al abordar este tipo de situaciones:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;table class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;&quot; border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&amp;gt;
&amp;lt;tbody&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 120.25pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #FFE599; mso-background-themecolor: accent4; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;160&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/8472fba7.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/8472fba7.png&quot; alt=&quot;&quot; width=&quot;84&quot; height=&quot;112&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;CONSIDERACIONES QUE DEBER&amp;Iacute;AN TENER EN CUENTA LOS MIEMBROS DE LA INSTITUCI&amp;Oacute;N EDUCATIVA.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 396.75pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #E2EFD9; mso-background-themecolor: accent6; mso-background-themetint: 51; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;529&quot;&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Estar atento a las situaciones que surgen en el d&amp;iacute;a a d&amp;iacute;a: en esos momentos, se ponen de manifiesto los valores y las actitudes relacionados con los enfoques transversales.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Considerar a todas las situaciones emergentes como una oportunidad para aprender.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Valorar a todos los ni&amp;ntilde;os y las ni&amp;ntilde;as trat&amp;aacute;ndolos con dignidad y respeto, y d&amp;aacute;ndoles la oportunidad de expresar su punto de vista o su versi&amp;oacute;n de los hechos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Ser emp&amp;aacute;tico con los ni&amp;ntilde;os y las ni&amp;ntilde;as, buscar entender sus sentimientos y responder apropiadamente a ellos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Dialogar y reflexionar sobre lo ocurrido, sobre los valores y actitudes puestos en juego, de qu&amp;eacute; otra manera se debi&amp;oacute; actuar, cu&amp;aacute;les son las consecuencias de lo ocurrido, cu&amp;aacute;les son los acuerdos para resolverlos, entre otros.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Ser una persona genuina, consciente de s&amp;iacute; misma y capaz de comportarse de acuerdo con los valores y actitudes que se promueven en las IIEE. Esto es importante, sobre todo, en el momento en que reconocemos que hemos cometido un error o un exceso como docentes.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Rectificarse y reflexionar sobre el hecho es un testimonio de integridad.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;/tbody&amp;gt;
&amp;lt;/table&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;B. SITUACIONES PLANIFICADAS O PREVISTAS:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Se entienden como acciones que anticipan los miembros de la Instituci&amp;oacute;n Educativa para abordar los valores y las actitudes relacionados con los enfoques transversales. Como en el caso de las situaciones emergentes, tambi&amp;eacute;n responden a las necesidades e intereses de los ni&amp;ntilde;os y las ni&amp;ntilde;as, as&amp;iacute; como a la realidad cotidiana y al contexto sociocultural.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Todo aquello que se genera o planifica desde la Instituci&amp;oacute;n Educativa debe mostrar conexi&amp;oacute;n directa con las actitudes y valores relacionados con los enfoques transversales. Estos deben verse reflejados en la gesti&amp;oacute;n de la misma; en las relaciones humanas; en la organizaci&amp;oacute;n de los tiempos y rutinas; y en la planificaci&amp;oacute;n del proceso de ense&amp;ntilde;anza y aprendizaje. &amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;A continuaci&amp;oacute;n, se explica cada uno de ellos:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;table class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;&quot; border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&amp;gt;
&amp;lt;tbody&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 0; mso-yfti-firstrow: yes;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 127.35pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #FFD966; mso-background-themecolor: accent4; mso-background-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;170&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/8472fba7.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/8472fba7.png&quot; alt=&quot;&quot; width=&quot;84&quot; height=&quot;112&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Gesti&amp;oacute;n de la Instituci&amp;oacute;n Educativa:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 389.65pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #E2EFD9; mso-background-themecolor: accent6; mso-background-themetint: 51; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;520&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Se demandan pr&amp;aacute;cticas democr&amp;aacute;ticas que permitan&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;la participaci&amp;oacute;n de toda la comunidad educativa y, en especial, de los ni&amp;ntilde;os y las ni&amp;ntilde;as.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Para que los enfoques transversales realmente se vivencien en la comunidad educativa, y&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;est&amp;eacute;n presentes en todos y cada uno de los espacios que la conforman, estos deben verse&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;reflejados en:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l1 level1 lfo2; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;El Proyecto educativo institucional.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l1 level1 lfo2; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;El Plan anual de trabajo.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l1 level1 lfo2; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;El Proyecto curricular institucional&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l1 level1 lfo2; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;El Reglamento interno de la Instituci&amp;oacute;n Educativa.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 1;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 127.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFD966; mso-background-themecolor: accent4; mso-background-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;170&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Relaciones humanas al interior de la Instituci&amp;oacute;n Educativa:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 389.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #E2EFD9; mso-background-themecolor: accent6; mso-background-themetint: 51; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;520&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Se requiere que la gesti&amp;oacute;n escolar impulse un clima favorable al aprendizaje y que propicie:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l4 level1 lfo3; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Una convivencia grata, inclusiva y respetuosa.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l4 level1 lfo3; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Un esp&amp;iacute;ritu de integraci&amp;oacute;n y colaboraci&amp;oacute;n entre las personas que conforman la comunidad educativa.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l4 level1 lfo3; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;La soluci&amp;oacute;n respetuosa y democr&amp;aacute;tica de los conflictos a trav&amp;eacute;s del intercambio de ideas en un clima de respeto.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l4 level1 lfo3; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;El respeto por el rol de la familia en el proceso de aprendizaje de sus hijos y la valoraci&amp;oacute;n de las experiencias personales y sociales como una oportunidad de aprendizaje.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 2; mso-yfti-lastrow: yes;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 127.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFD966; mso-background-themecolor: accent4; mso-background-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;170&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;La planificaci&amp;oacute;n curricular del docente:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 389.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #E2EFD9; mso-background-themecolor: accent6; mso-background-themetint: 51; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;520&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Se parte de la definici&amp;oacute;n de los prop&amp;oacute;sitos de aprendizaje (competencias y enfoques transversales), los cuales se ponen de manifiesto a partir de situaciones significativas. Esto, desde la perspectiva de los enfoques transversales, implica lo siguiente:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l2 level1 lfo4; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Promover una comunicaci&amp;oacute;n afectiva en la cual los docentes y los ni&amp;ntilde;os y las ni&amp;ntilde;as se sienten respetados, y los ni&amp;ntilde;os y las ni&amp;ntilde;as sienten que los docentes se preocupan por ellos y sus aprendizajes. Se ha de procurar un clima de confianza donde se promueva la escucha atenta, la aceptaci&amp;oacute;n mutua de las ideas, etc. Para ello, son fundamentales las actitudes del docente por su acci&amp;oacute;n como modelo para los ni&amp;ntilde;os y las ni&amp;ntilde;as.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l2 level1 lfo4; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Brindar espacios a los ni&amp;ntilde;os y las ni&amp;ntilde;as para el di&amp;aacute;logo, el debate, la discusi&amp;oacute;n y la toma de decisiones en relaci&amp;oacute;n con la forma de actuar de ellos u otras personas frente a diversas situaciones. En la interacci&amp;oacute;n con los dem&amp;aacute;s, el ni&amp;ntilde;o y la ni&amp;ntilde;a aprende a ser tolerante, a aceptar las ideas de otros y a ser responsable de sus acciones en un clima de colaboraci&amp;oacute;n.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l2 level1 lfo4; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Organizar espacios, tiempos y rutinas para la discusi&amp;oacute;n, el trabajo cooperativo y el acceso responsable a los materiales del grupo, entre otros. Implica asegurar un ambiente seguro, motivador&amp;lt;/span&amp;gt; &amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;y de soporte. Las rutinas protegen el tiempo de aprendizaje de los ni&amp;ntilde;os y las ni&amp;ntilde;as.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;/tbody&amp;gt;
&amp;lt;/table&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;C. LA ORGANIZACI&amp;Oacute;N DE ESPACIOS EDUCATIVOS:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Deben ser vistas como oportunidades para desarrollar los enfoques transversales y poderlos vivenciar. Esta organizaci&amp;oacute;n puede responder a diversos criterios como a continuaci&amp;oacute;n ejemplificamos:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;table class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;&quot; border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&amp;gt;
&amp;lt;tbody&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 127.35pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #FFD966; mso-background-themecolor: accent4; mso-background-themetint: 153; padding: 0cm 5.4pt 0cm 5.4pt;&quot; width=&quot;170&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/8472fba7.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/8472fba7.png&quot; alt=&quot;&quot; width=&quot;84&quot; height=&quot;112&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;La organizaci&amp;oacute;n de espacios educativos:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 389.65pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt;&quot; valign=&quot;top&quot; width=&quot;520&quot;&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l3 level1 lfo5; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Reflejan y respetan la &amp;lt;strong&amp;gt;diversidad cultural &amp;lt;/strong&amp;gt;propia de las comunidades al organizar sus espacios sin imponer criterios ajenos a la zona que generen nuevas barreras. &amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l3 level1 lfo5; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Representan la identidad colectiva de la IE, generando &amp;lt;strong&amp;gt;sentido de pertenencia &amp;lt;/strong&amp;gt;y favoreciendo una convivencia democr&amp;aacute;tica.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l3 level1 lfo5; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Inclusivos&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;, es decir, que los espacios propicien la participaci&amp;oacute;n de todos los ni&amp;ntilde;os y las ni&amp;ntilde;as sin exclusi&amp;oacute;n, permiti&amp;eacute;ndoles desplegar, de la mejor manera, todas sus potencialidades.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-add-space: auto; text-indent: -18.0pt; line-height: normal; mso-list: l3 level1 lfo5; margin: 0cm 0cm 0cm 18.0pt;&quot;&amp;gt;&amp;lt;!-- [if !supportLists]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;&quot;&amp;gt;&amp;lt;span style=&quot;mso-list: Ignore;&quot;&amp;gt;v &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;!--[endif]--&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Promueve estilos de vida &amp;lt;strong&amp;gt;ambientalmente responsable &amp;lt;/strong&amp;gt;mediante acciones y medidas concretas. Por ejemplo, la recuperaci&amp;oacute;n de &amp;aacute;reas verdes en desuso o &amp;aacute;reas bald&amp;iacute;as de la instituci&amp;oacute;n educativa para utilizarlas como recursos pedag&amp;oacute;gicos y espacios de socializaci&amp;oacute;n, el uso de tachos diferenciados para residuos s&amp;oacute;lidos, la aplicaci&amp;oacute;n de las 3R (reducir, reusar y reciclar), el consumo responsable, el uso adecuado de los recursos h&amp;iacute;dricos, del suelo, en otros.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;/tbody&amp;gt;
&amp;lt;/table&amp;gt;
&amp;lt;p&amp;gt;FUENTE: Programa Curricular de Educaci&amp;oacute;n Inicial.&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
   <media:thumbnail url="https://prexas.com/uploads/thumbs/e4115aa86-1.jpg" />
   </media:content>
   <guid>https://prexas.com/los-enfoques-transversales-en-la-vida-escolar_e4115aa86.html</guid>
  </item>
  <item xmlns:media="http://search.yahoo.com/mrss/" xmlns:dcterms="http://purl.org/dc/terms/">
   <title>Los enfoques transversales en el nivel inicial</title>
   <link>https://prexas.com/los-enfoques-transversales-en-el-nivel-inicial_7b57ebde5.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/7b57ebde5-1.jpg"  width="480"  height="280"  /></p><p>Los enfoques transversales en el nivel inicial, son la concreci&oacute;n observable de valores y actitudes.</p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Los enfoques transversales son la concreci&oacute;n observable de los valores y actitudes que se espera que docentes, estudiantes, directivos, personal administrativo y de servicio lleguen a demostrar en la din&aacute;mica diaria de la Instituci&oacute;n Educativa, y que se extienda a los distintos espacios personales y sociales en que se desenvuelven.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Estos enfoques permiten propiciar las condiciones para la construcci&oacute;n de posiciones &eacute;ticas y orientar el sentido del ejercicio ciudadano de los actores educativos, donde los valores y actitudes adquieren su sentido m&aacute;s integral. Asimismo, sirven como marco te&oacute;rico y metodol&oacute;gico que orientan el proceso educativo. </span></p>
<p><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-ansi-language: ES-PE; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;">Los enfoques transversales son los siguientes:</span><img style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 14px;" 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mSdeXZ4hAXPSuKDW/bF90EX1JkAADAp1mBY5CqM6O0TWxkqXjI1lHzj/rU6/J7l7tQAh30mM62cDI/erERf+fWBYChBLJKaJnHx2o34gmDnPj13CZJ15vazFxkqXjI1lHzd4Jm4bDioMwEA4HasglhcrSei6JWDzweDGJZDrUrusYYkPVgp7DPRvLx4cahQMEEskn41dzvvB1wRAMM+klqd+cejZ4NBDMuhViX3UGcCAMA4rG6IV1MWzMdG+fMt345Gb474OWgKlszLdNjnsUCfy8Ez14LBBLFI6h7hDnrrHPosqh8J87Gx6iP970WjlQp1JgAA3ELfvqpiEOrJDIUuLKe6lVtikbQe+0HDwdDnYJ9HfK+jbzxzKBhOEIvgX/9yf6RpEo7ZrgiUmmSdqZ7MUOjCcqpbuSUWSaPOBAAoK6oArCKIh8CO3hyJezBDYQvL7aMbvxLfP13Y+dJvP7iViWGfxUp9Ji/sOhcMKIhF8KktJ3Waq+z3ulO/tNjHcKvOrFTiHsxQ2MJy+81tB+L7pwvqTACAEqILv1UA+rY17rFkZXGcSK1IrhXohZ03Wpq89D1b9hnM1eehRaK4pzYW1X0nr+g0F6VeUdn2v1ZnqseSlcVxIrUiuVagF9SZAAAlwi74+lY+bjCop1I9lqFwhZhUK9Afv3hIp40aDoP2o/Tf0tvnoN4KFkXDQvqt59/T6a3yrmkSpR0Cq333daZ6KtVjGQpXiEm1Av3gpWs6bagzAQDKgl3w46Fv6qFUT2UoVCGGTIXt0g+Js/1fqM+CXm0sorpXvGOZO+VLia8z1UOpnspQqEIMmQrbDCMHACgydqGPF3HRcHF6snEqKmyfuVS73U/pF3txjSd6tbFQJnqzh+3HLHe6lw5fZ2q4OD3ZOBUVto9fiW+1Tp0JAFBU7OIe345EC58xJxunY2rO9jp3ipUS+wjiXu0jHwwHAwtiHvW92Va+V7pTvXTY7lfrzEolYk42TsfUnO1S15kAAIXDLuxL4iu8weri2Ao1IiJx66/V7lQrJbb/mn8XPb7haDC0IOZJerPH15msLo6tUCMiErf+KnWdCQBQGOyCvihuLRjcJxtbqUZGjN4ciRsOxnJ3ypUOK2NL9QHQq41FsOy92ck6k/tkYyvVyIjRSqX0dSYAQCGwBsOCSqUSTw76w96ngmEJcTpqhIQP23a+LXGnXqmwXdeqxFqZmV5tzLVL176r07i0vdnJOvM3h04GwxLidNQIiZGb1bBd1joTACD32DV8tjUYLupivnH/2mBIQmyFGimRYJ47BUuFNZjo1cbc27PnfFyI7Xwu3dBW2+1anblu8EwwJCG2Qo2USFDKOhMAILfYhVs9bH26gr99YmswHCG20vX7ntbppga6enZL1xNm+0yvNuZazc0evVEb1jrXndqlwPa3VmduP3sxGI4QW+kzh2sLipayzgQAyC124V6pC7hWhtbtmELBCLHVHjy7W6edGg697lQsFbbf8QJK3Fcb8+i+k1d8+V3lTunS4OtMrQyt2zGFghFiq33nwmVf5kpZZwIA5A67Zse3G9K8WW7jhZ30u39cFF0avqDTT5RyoRdrMMX31dYQ3FCYQcyiP9t0LC60dv6WrnfN9rdaZ1YqY9zGCzvpA6/tjYZGbuj0EyyOBgCQZexCPatSqcTjkdbt/nkwDCG205+99g2dfp7SzT2zfZ5b3fUoHoobCjWIWVKjL4aujpZycSbb5VmVsbG4zvzPAyeCYQixnS5/65BOPw/ztQEAsoqGH+lKzbxs7KZln69t+x0PQz145low2CBmycQCaH3uFC4Nvs5kXjZ2U+ZrAwBkHLs4L9eFmnnZmAXLPF/bdru2MNpTW04Gww1iFtSoiwRlWwAtrjOZl41ZkPnaAAAZxa7N8+IrtKGhu6Hgg9hJyz5f2xpLi7TjWhjtK78+EAw5iN1Woy6Ena8r3albCmyXa3Wmhu6Ggg9iJ2W+NgBABrELsnrPBnVl1pDdUOhB7IZ+vnalUrluP0rVWyasXPZo/189MBQMOYjd9IlXT+j09MNVZ7jTtvBoX32dqSG7odCD2A39fO2y1pkAAJnDGgwrdGE+fvFQMOwgdtNXDj6v07OsQ8hn234Pa///8cUjwbCD2A01yiKxANoid8qWAl9nDl66Fgw7iN30j0fP6vRkCDkAQLexa/Gcylj8zWfErbwwi2q9AD+EvGwNemG7Hc8DZQg5ZsnEPbN73KlaCmyXrc4ci+tMbuWFWVTrBfgh5GWsMwEAMoO+8dTFeOvhF4MhBzEL/mbHY77RoCGqM93pWxp8OVW4CYUexE763Fu1HrPSrXDsy+KG4x8EQw5iFvz3d47qNC1tnQkA0HXsAhwvtqTeQi08FQo4iFnxyPkBna5qOJRq0SVhuz3LNZjikBMKP4idUFMYEpTqnr2+zlRvoRaeCgUcxKz47sWrcSEtY50JANBV7No70zfc1VsYCjaIWfLRjV/R6eop3SIvts/xKsejNypj3/v94WAIQmynyXnZRqlWNbb9rdWZ6i0MBRvELPnNbQd0unpYGA0AoFPoG05dedVLGAo1iFk0sTBanzuVS4XtevW+vZdGo7/+5f5gGEJsl4l52aVbZMnXmeolDIUaxCyaWBitlHUmAEDHsWvu3PjKa6iXMBRoELNocmE0Y7E7pUuFGkza+R1HLgXDEGI7LPO8bNvfWp2pXsJQoEHMosmF0YxS1pkAAB3FGkr9uuKqdzAUZhCzbGphtNLcu9dj+zy7Uqlc1GfwdN+pYChCbKVlnpctfJ2p3sFQmEHMsqmF0UpXZwIAdAy7yC7UBVe9gl//r08Egwxi1tU934U1HJa6U7tU2K7H5Xj0ZmXsn3veD4YjxFb4jWcORVev3yzlvGxh+xyXNfUKfm7T7mCQQcy6uue7KGudCQDQEewiu04X23W7fx4MMIh58Mm+7/tGQ2m/obf9judrK2x/6/n3giEJcTouXftudPbSSByyrayV6n7ZHl9n/ueBE8EAg5gHH909qNOYXm0AgHZhF9d4ntmNmyP0ZmPuLXuvtrB9X63PQD2O6nkMhSXEqajF9o58MOzLmO4dXcZpGnGdOVoZozcbcy+92gAAbcQurvE388zNxiJIr3YVX661Erl6IEOhCbEZFz+1Lzp4ptYo1/zkme50KxW+bDE3G4sgvdoAAG3CLqq13uzv/nFRMLgg5k3fq22UdjVV2/cZ1nBSj2N0Yug6t/3CaamQvfvYZZ1OapCrZV6qFcY9tt+13uwHXtsbDC6IedP3ahusQA4A0Cr8N/P0ZmORTPRq97tTvZTYRzBTn4E+Cw33VVgKhSjEyXz1wJBOI5Up/c9sd4qVDl9n0puNRTLRq13qOhMAoGXYNbX6zTy92VhAz1yq3rrEWOhO+VJi+z/LGk9xK0o9koRtbNYXdp3T6eND9lx3apUO7bs+h9FKhd5sLJzHr1zX6S1KXWcCALQE/808vdlYRLWCvuAb+jggzLbPQfPvCNvYlImQPWwucKdUKfF1Jr3ZWES1gr4r6/RqAwBMB7uWztIFld5sLKpaQV/3hXfMc6d+abHPYK41oOLxv1rQijnbOJmJ4eKlD9n2MVTrTHqzsaBqBX3dF95R+joTAGDKWKNpqa6kO4+9EgwpiEVw4/61cYvBzvfV7tQvNfZRqGc7HkauOdusRo4hUwufDZU9ZAtfZ249PRQMKYhFcN3gGV/uqTMBAKaKXUTjBZJ+vuXbwYCCWAQf2XC/bzToxr/ctsSwz0FhOy7/3PoL02qkQ+IWXqWek53El5lH+t8LBhTEIvhw34BOc+pMAICpYhfPeEEXDasNhRPEInnkfLXhYHDbEod9FlqNvE8fytXrN8e+9fx7wdCF5VJfumikg7DzQyMfSru6eBL7HOI6U8NqQ+EEsUi+e/GqTndBnQkA0CzWgFqhKyiLoGEZTCyK1uOKABj2keg+2z36bBS2/7nn/WD4wnL4jWcOxSMchJ0X6r0t5X2yQ/g6k0XQsAwmFkWjzgQAaBa7eMarDz+68SvBYIJYJLXYnxb9cxAeUtj1YLU+mNGblbEnXj0RDGFYbP/xxSPxly06D+x80EiHme70AMPXmd/cdiAYTBCLpBb706J/DupMAIBGsQbDAl05j188FAwliEX07RNb4xaDscwVBUhg14W4x05opWlu/1Uen3vrrDvy1R4s+8G8zAS+zhy8dC0YShCL6PazF3XaC+pMAIBGsUbDGl05/7D3qWAgQSyiv9z2SNxisPN/wBUFSGEfz2L7fOIJuieGrsdDiUPBDIvhV359INp38ooOt2e5OxUgga8zf3PoZDCQIBbRH+85El8UqDMBABrErpmakxk3pLl3NpZJ3VP72mj1dkUGqyjXwT6bOWpY6UNiKHlx1VDxoaujfqi4hkVzz9wA9rnU6kzunY1lUvfUvnLjpk59QZ0JADAZdrFcrCvmwOk3g2EEschuPfyiTn8FixWuSEAA+4gULuJ524Kh5MUyNVS8134wB7MO9tnEdWb/B5eCYQSxyG44/oFOf+pMAIBG8I1nrcIcCiKIRfZnr33DNxr6XZGACbDPaVGlUokn6jGUPP8yVLx5fJ2pVZhDQQSxyC5/61B8oaDOBABoALtY6r6orDaOpVTDxxOrj7OqcgPY56Sh5LrVUzyUfO32M/Ru59CfbTrGUPEp4OtMVhvHMqrh44nVx6kzAQDqYRfJ2bpSap5qKIQglsGDZ3erGIiFrmjAJNhnpaHkq6ofW7V3+5+553Yu1CiEZC+2HUetKs5Q8QawzymuMzVPNRRCEMvgOxdqa5tQZwIA1MMukvFcM93mKBRAEMvg+n1PqxgocKx0RQMaxD62efa5xQuliR1HLsXDkUMBD7urRh28sOucO1K1XuzF7lBCA+jz0men2xyFAghiGXzm8GkVA+pMAICJsIsk87Ox9DJPe/rYx7fMPr94JebRm5WI4eTZ8vENR6OL127o8MTYsdJoBIZ9NomvM5mfjWWWedoAAA1gF0nmZ2PpZZ52a7DPbpZdU9ZVP0aGk2dBDRPffaw2zFMN4z7zDnfIoEl8ncn8bCyzzNMGAJgEuzgyPxvRyTzt1mFhZIE5bjj5t55/LxgEsT1q+H7PnvPxYnU6BnY8hsyl7hDBFLCPkfnZiE7maQMATIBdHJmfjehknnZrsY9yhlkbTi7Us/qPLx4JBkNsjUvXvhvf4zyJHQMNd2axs2linyHzsxGdzNMGAJgA1/hifjaiyTzt9mAfqYaTrzRr6U8rXhO4W6uGiAcC9hr7MdcdCpgmvs5kfjYi87QBACbELo7x0E7mZyNW52lfG70cD7M1mHPWYvSZmsuTgfvgmWvxIl2h4IiNqSH5GpqfxAXC2e6jhxbh60zmZyNW52lfGb1JnQkAkMYuihrWGd24ORIMHYhl9Mj52rRiegHbhH22CtwaUq5bS8Vo0bSntpzktmANqtXcn3j1RHqRs2Fzpf0vQ8TbgH2ucZ05WhkLhg7EMvruxasqFoI6EwDAo4uirozHLx4KBg7EMrrz2CsqFgoti1xRgTZhH/MM+5yXJgO3UO/szzYd49ZgAf+55/14ePitTqT4XNUiZyvsfwnYbcQ+37jOHLx0LRg4EMvo1tPVAUp2DaLOBADw2HVxoS6OChahwIFYRv+w9ykVCzUaVriiAm3GPm4F7kVmT/zhO66O3IxDZdnncmvu9Qu7zkVnL426T6aKfV795hL7X4ZsdgD7nOM6U8EiFDgQy+hvDp1UsaDOBABIYtfFZbo4bty/Nhg4EMvok33fV7FQo2GNKyrQQeyj18Jp6uWujeEXCpkKmwqdoTBaNDWEXkPpj3xQW7A9xj6XQTVo7X/nuI8MOoR95nGduW7wTDBwIJbRR3fHt5WnzgQASKKLoi6Ov9z2SDBwIJbRRzbc7xsNrKLaZewwzLHjoNXKxw0tv3jtRvT6oQ/jIFqU4K1greHyG/ddiOerJ7H919zr1eYC99FAF7DPP64zf7znSDBwIJbRh/uq34la+aDOBADw2EWxTxdHVhxHvKVWHneNhmFXVCADKGQq6JjjQrfIY/CeKFgL20/Nu15n/6v7Ns9wHwN0ETsecZ3JiuOIt9TK48LKB3UmAIBHDTldHBUsQoEDsayeuXQ0bjgY3B4pg9hxUU/3EjMYvDXMXPfp1lDzp/tOxXO8//qX+4OBt91qQTe9v1YIf+6ts/Eq4RMFa3Op/ZPVezOIjpGOlYJFKHAgltXjV2rXNOpMAAC7GM7SFfHS8IVg0EAss2+f2KriofDDUN0cYIdqwuDt0UrdCuBaYE2h95973o9DcNKla98NBua0Cu7p58q1289EPXvOx++jnvZ62HYSrHOEHaO4zhwauREMGohldvvZiyoe1JkAAMKuh/N0URw4/WYwaCCWWS0QKBSCXJGBHGGHbrapa5zu1a053r1m3QDeTux9Nb9a77/a/rnc1HaxkFnOcMct6v/gUjBoIJZZLRAo7DpHnQkAYNdDzfuLXjn4fDBoIJbZ3+38iYqHGg2rXJGBgmCHdZ4d10X2c7n9VI+yQnDShgK5PU490unn9tqf9Lq65ZaCGbfdKgh2LOM6849HzwaDBmKZ/cXAMRUP6kwAAGEXQw1XjNbvezoYNBDL7G92POYbDatdkQGAEuPrzGcOnw4GDcQy++/vVNc1oc4EADDseqghjARtxIAEbQBIYpeDuM4kaCPeLkEbACCBXQxX6KKoQBEKGticj/35wWjk5vXojcH1wb9nwZ59T8cV4X+9/UTw73jLn732jfizsnLS64oMAJQYX2cqUISCBmbTR3cPxtfyX717Ivj3bpv17WvU5W8diveDOhMAwNC3jroo5j1o+4AbopOhl6BdLAnaAJDE15l5D9rTDXaf7307+nDkRjQwdCX496wZ2t8s7QNBGwCggPhGw5N93w8GjbxYL+D631fGbka/eP174/7WDgnaxfLRjV+JPysrJ/2uyABAifF1poJRKGjkRYI2QbsdfnPbgXg/qDMBAAx966iLonruQkEjL04UcL/5+7ujy9cvRjdujkTf7/n8bX9vpQTtYvmDni/En5WVk0FXZACgxPg6Uz13oaCRFwnaBO12+OCWffF+UGcCABhlCNpSPfYi/XcfwpM0GkDTz33vg711t6OR91EA1pcBP3z5r2uP/eDKqehbL3yq4deQX1v3F9H7F/a7R1RJbk8yaPv/FxN9EbHz2CvuUVXqPTb5uE58sdFuCdoAkKTIQft3752Kbo6NRf+863C09fRQ/HcxWhmLvmIByj8u+bckm06crz3Gh9gk6RCp99Nr/23f/tpjz1wbif7qlT3x3z+7aXd08MOr8e89yfdIbq//nQztW/p3k+1DM6892X7453gafd08StAGAEhgF8MBXRQVKEJBIy9OFrR9SE0GV/8cBWT/uEZ7e0OvlwyZye1o9H30Ow1xP3/19G370ehrhLZLv7s4/EFt6HwyXPv38eE8HY5Dr+cfmx6Or/1PPl/bfPLDwdrz8ujX/+sT7pOKIldkAKDE+DpTgSIUNPJivcDo8YHTh9102J6oN/jvth2Irt+sjPubf+30+yl0nh0eGRegpX/9ZGDV7y5cH62F1GbCcOh3E+1DM6890X4o0Cdf379n+vMsStD+nJ0vHldkAADKi7511AWx6EE7FCQVDJMBMvm49O/T6rmhed8+bCe3o9H38QE4Gaa9jb5Gve1K6t8n/Vn5Xv9kcK/3ej6A+21N/7tIelyRAYAS4+vMIgftdFhsNqQqXCYDsvSBPfl7/371XiMUdJNmKWiL0OuEbHT78qrHFRkAgPJijYa4hihb0J4oGCpcTjTseaIwnt6OZt7H92hPFmqTJl+j0S8JQj3hMr3tk71e6L0nC/l51OOKDACUGF9nFjlop8Oe76FOBvB6IXWyAJ7sya0XZkOhPGSWgnbosfX0r5H8PEOvm1c9rsgAAJSXsvZo+8fXY6KgPVHwTW9HM+9TL2g3+hqN9io3GrQne710b3dyO4sUuD2uyABAiSlDj3Y67DUTtP1j69FI0J4oACclaGdTjysyAADlpSxB24dG3zvrHz9ZKA2Zfq3k39Lb0cz7TBa0J3uNbgdtr399MZXPN2t6XJEBgBJD0K7+brKgPVlIlmUJ2v5zTUPQBgAoONZoiFdQXdn7UDBk5MV0SEybXnW80VAaslVDx9PWC9qNvoZ/XKuGjk/2eumh76G/571n+7t/XBR/VlZOTrkiAwAlxteZ337z3WDIyIvtCtqNhmRZL6D618j70HE/BD79N/8aRQzaD7y2N94P6kwAAMM3Gop8e6/0sPF6v2vGeiFSvxd+O5p5n3pBu5nXaCTcNhq0Zb3XayT819ufPKmRHsLKCbcqAYBanVnU23ulfyebCdr1VikPWS+gykYWQwvtg3//9O9Dj50oaDfz2vX2o97r+9cuYtDWSA9BnQkAYNjFcI0uij/f8u1g0MiL9YK2/30o8Pm/pXtsFRAn6z32z00+TqH0w+Hzt21Ho+8zUTBt9DVCj/NB3QdrPUc0ErQner1k8Nfjrox8WPt3o73rWfeRDffHn5WVkwFXZACgxPg685H+94JBIy+Ggl0zQXuiQO0fn+6R1usnQ+dEQTv0Gv49/faFer4V0D3J/ZgoOIf2oZnXrrcfodf3+yWKGLQf7ovvfkedCQAg7GK4WhfF3+x4LBg08qIPhCHSgTKpD4RJJgvZ3vR7KqD610sH/kbeZ6KgLRvd1tDjktvTTNCWPlgnCb2vf11P3kO21EgPYeWk1xUZACgxvs7893eOBoNGXpxu0JY+jHqSz0v/TaR7dicK2jL0GultSAZXob/73yW3p16QnWgfGn3tifYj/foK3X/btz/+XRGDtkZ6COpMAADDLoYrdVHMe9BGbIcEbQBI4uvMvAdtxHZI0AYASGDXw+W6KP5h71PBoIFYZn+57REVDzUa1rkiAwAlxi4HcZ35m0Mng0EDscz+eM8RFQ/qTAAAYdfDuNGwft/TwaCBWGY10kNYo2G1KzIAUGLschDXmc8cPh0MGohlViM9BHUmAIBh18PFuihu3L82GDQQyyxBGwCS2OUgrjPXDZ4JBg3EMkvQBgBIYNfDhboovn1iazBoIJZZTalwLHNFBgBKjF0L4jpz+9mLwaCBWGY1pcJBnQkAYBfDOboiHr94KBg0EMusvy/62NjYIldkAKDE2OUgrjMHL10LBg3EMutvgUadCQDg0EVR90QOBQ3EMqsvoBxzXXEBgJKjC4Ju0xQKGohlVl9AOagzAQDE2NjYgK6Kj2y4Pxg2EMvqtdHLcYvBmOGKCwCUHF9nPtw3EAwbiGX1yo2bcYVpUGcCAAhrNKzTVfHJvu8HwwZiGf3uHxfFrQUrH4OuqECJ+eLq/pmf+8U7az6zamC2+xWUFF9nPrp7MBg2EMvoA6/tpc4EAEhjF8UVujiu2/3zYOBALKM/3/Jt32jocUUFSooL2f1m9Llf7B0kbJcbX2f+54ETwcCBWEYf6X+POhMAII1dF+PblWw9/GIwcCCWUX3xJKzRsNIVFSghCtUWsAeqIbvqZ//jnVOf/Y+9zEEsKXZZiOvMDcc/CAYOxDKqL54EdSYAQAK7KN6hi+OR8wPBwIFYRvXFk2s0LHFFBUpGNWTvHUyG7ETYHiJslxNfZ7578WowcCCWUX3xRJ0JAJDCroszdXHUwk+hwIFYRgdOv6liIea5ogIlQiG6Xsj2Kmx/7hd7OD9Khl0T4jpTCz+FAgdiGe3/4JKKheCaCACQZGxs7JSujloAKhQ6EMvmpeELcYvBmOWKCZQEhexqiA4H7KT22OG//MXeBe6pUBJ8nakFoEKhA7FsDo3ciCtMgzoTACCJNRp6dXVk5XHEu6If9Hwhbi1YuWD11JKhHupGQ7ZXYft/PvHOQvcSUAJ8ncnK44i7oge37KPOBACoh10fl+si+crB54PBA7FM/mbHYyoOajSsdkUESoB6phWaQ2G6Ee25i91LQcGxy0NcZ/7x6Nlg8EAsk//+zlEVB+pMAIAQdn2cp4vk8YuHgsEDsUxuO7JBxUEQnEqCeqSnE7K9n/2Pd1gIqATYtSGuMwcvXQsGD8Qy2XvyvIqDoM4EAEhjF8cZY2Njw7pK/v0LnwqGD8SyeP7qaRUFwf2SS4B6okOheRoudy8NBcWuDbU6869e2RMMH4hl8ezwiIqCoM4EAAhhjQbmaWPpZX52uWhDyPYStguOrzOZp41llvnZAAANYNdJ5mlj6WV+dnlQGE6F41bLOVRg7DLBPG0svczPBgBoALtOMk8bSy/zs8uBheB2h2wvjc+CYtcI5mlj6WV+NgBAA9hFknnaWHqZn118FH5TYbjN7l33xdWDM9zbQ0GwawTztLH0Mj8bAKBBrNHAPG0srczPLj4WfDscsqt+9j/e6SFsFw9fZzJPG8so87MBAJrArpfxnLOth18MBhHEIrtu9891+jPXrIAo5KpnORSCO+Vnf7G374ur+2e6TYICYJeLuM7ccPyDYBBBLLL/eeCETn/qTACARrDr5RxdNK+NXo6+/l+fCIYRxKJ65lJtUZdFrkhAAVDIVo9yKPx2wX7CdnGwy0VcZ165cTP63KbdwTCCWFSPX7mu0586EwCgUeyC2acL5y+3PRIMI4hFdGXvQ77BMGQ/GOJbEBRqLWT3BgJvN+3/zKoB5jMWBF9n/njPkWAYQSyi337zXZ321JkAAM1gF80luni+fWJrMJAgFlHd1k7Y+b/KFQXIOQrZCrWpkJsR9w4StouBrzO3n70YDCSIRVS3taPOBABoErtuzrQL5/DozZHou39cFAwliEVS0yQuDV/wjYY7XFGAHKMQa4E2oyHbu3fwfz7x9hy3yZBTanVmpRI98NreYChBLJKaJjE0coM6EwBgKtiFc40uoFocKhRMEIukVtl3DYYBVwQgx1RD9t7BcLjNlp/9j3eGPvsfe+e6TYec4utMLQ4VCiaIRVKr7FNnAgBMEbt4LtBF9Mj5gWAwQSySO4+9EjcajOWuCEBOUQ9xXkK2V2H7c/+xj16hHOPrzHcvXg0GE8QiufW0pmXHUGcCADSLXTxnWMPhlK6ij2y4PxhOEIvg37/wqUjTJBzMmc0x6hmOQ2sgzGZd2/bhv/zF3gVuVyBn2LWjVmc+3DcQDCeIRfCvXtkTaZqEgzoTAGAqWKNhpa6iG/evDQYUxCL4u50/iVsLdr73ulMfckieQ7aXsJ1vfJ25bvBMMKAgFsFfDByjzgQAmC52HZ2ri6kWieKe2lhUD57drdNcLHanPuQMhVOF1FB4zaO2L5yLOcSuIXGdqUWiuKc2FtV3LlzWaS64TgEATIexsbF+XU1ZFA2L6KMbvxK3Fuw815BP7gOaQ4oWsr2E7Xzi60wWRcMi+s1tB3R6U2cCALQCu5Au1EWVXm0sorpXvGOZO+WhwIQCbad1mwIFxa4lcZ1JrzYWUd0r3kGdCQDQCujVxiKa6M0eth+z3OkOBSYUfDut2xQoMPRqYxFN9GZTZwIAtAq7oMbf0B+/eCgYWBDzqO/NtkbDSneqQ8EJBd9O6zYFCoxdVuI6c/DStWBgQcyjvjebOhMAoMXYhXVQF9gn+74fDC2IeZLe7HISCr6d1m0KFBxfZz66ezAYWhDzJL3ZAABtxC6uS3WRpVcbiyC92eUkFHw7rdsUKDi+zqRXG4sgvdkAAG3Erq8z7AKrVSbp1cZc+4OeL+g05pv5EhIKvp3WbQoUHLu21OpMerUxzz64ZZ9OY+pMAIB2YhdZerUx975y8Hmdxmo0rHanNpSEUPDttG5ToAT4OpNebcyzfzx6ljoTAKDd2HWWXm3MtZqbPXpzZEznsDHXndpQEkLBt9O6TYESYNcYerUx12pu9sjNCnUmAEAnsEbDEl1tua825tGDZ3fHrQU7j1e5UxpKRCj4dlq3KVASfJ3JfbUxj75z4TJ1JgBAJ7ELbnyPUA3BDYUZxCz6y22P+AaDepiYZ1ZCQsG307pNgRLh60wNwQ2FGcQs+uM9R3TaUmcCAHQSu+DOja++hobihkINYpbU6IsPh8/Hw9+s0bDEncpQMkLBt9O6TYESYZedWp2pobihUIOYJTX6Yuj6KHUmAEA3sAvvSl2Aj5wfCAYbxCyZWACtz53CUEJCwbfTuk2BkuHrzHcvXg0GG8QsmVgAjToTAKDT2PW3tsjL73b+JBhuELOgRl0kYDGXEhMKvp3WbQqUDLv21OrMXwwcC4YbxCyoURcJqDMBALqBNRoW6SqshdG++8dFwZCD2G016kKoR8mdulBSQsG307pNgRLi60wtjPbAa3uDIQex22rUBXUmAEAGsAtxjy7I245sCIYcxG76mx2P+QaDepJmuNMWSkoo+HZatylQUnyd2XvyfDDkIHbTf3/nqE5P6kwAgCxgF+LZdkEe1oX5Z699Ixh2ELuhRlkkFkBb5E5ZKDGh4Ntp3aZASUnWmcvfOhQMO4jdUKMsEgugUWcCAGQBtRd0YWYIOWbJxD2ze9ypCiUnFHw7rdsUKDF2WYrrTIaQY5ZM3DObOhMAIEvYhblXF2iFm1DoQeyk6/c97RsM3P8TaoSCb6d1mwIlx9eZCjeh0IPYSZ85fFqnI3UmAEAW0YXZXaDjkBMKP4idUFMYEsxzpygAQRsyg12banWmQk4o/CB2Qk1hSECdCQCQRXSB1lV69ObI2Mreh4IhCLGdJudlG8vdqQkQEwq+ndZtCkCtzhy5WRn79pvvBkMQYjtNzss2qDMBALKMLtS6Wp+/ejr6+xc+FQxDiO0yMS+7152SADVCwbfTuk0BiLHLVVxnnh0eif7qlT3BMITYLhPzsqkzAQDygF2w+3ThfvvE1mAYQmyHzMuGyQgF307rNgWghq8zt5+9GAxDiO2QedkAADnELtizK5XKRV3A1+3+eTAUIbZS5mVDI4SCb6d1mwJQw65ZtTrzPw+cCIYixFbKvGwAgBxjF+6FunprvvbPt3w7GI4QW+EjG+6Pro1eZo4ZTEoo+HZatykA47BrV7XOrFTGHul/LxiOEFvhw30D0ZXRm9SZAAB5RhdwXcUVth/d+JVgSEKcjj/o+UJ0/srpuMEwxr0/YRJCwbfTuk0BuI1anWlh+5vbDgRDEuJ0fHDLvujMtevUmQAARcAu5Kt1QVePo3oeQ2EJcSpqsb3jF6vD3+w80z1pZ7jTDiBIKPh2WrcpAEF8nakeR/U8hsIS4lTUYnuDl67p9KLOBAAoCnZBX6cLu1YiVw9kKDQhNuPX/+sT0ZHzAzqt1GDotx8z3ekGAJBrfJ2plcjVAxkKTYjN+LlNu6N3L17VaUWdCQBQJOyCPsN9exqduXSU237htFTIHjj9pk4nNRgG7QerpQJAYbBrWq3OPH7lOrf9wmmpkN3/wSWdTtSZAABFxC7sM923qPFwX4WlUIhCnMxtRzboNFKDYch+zHanGABAYbBrW63O1HBfhaVQiEKczN6T53UaUWcCABQZu8DPct+mxj2ShG1s1o371+r08Q2Gue7UAgAoHHaNq9WZ6pEkbGOzrhs8o9OHOhMAoAzYhX62XfBP6cJP2MZmTITsYXOBO6UAAAqLXfJqdSZhG5sxEbKpMwEAyoJd9+faRV/frsYLWjFnGyczMVycBgMAlAq79NXqTC1oxZxtnMzEcHHqTACAsmHXf31LHw+J05xtViPHkKmFz4ZoMABAGbFLYK3O1JxtViPHkKmFz6gzAQDKitUDajjEi71w6y9Mq5EOiVt4lWp+2UPP3DXv4efmL3joubuW289VS5+b37v02fmDDz03f6l7CECp+GLv4Ix7N+7qkxYoeu99uX/5pzf0L/3My/3zPrn+7TnuYYXGroG1OpNbf2FajXRI3MKLOdkAAGXHKgKtrNqniuHa6OWxRzd+JRi6sFzqSxeNdBB2fqgXp1ArpT607iMz4zD9uzsXKUwvff6uNdUwfddQ6POoOn+1ezpAKbm3d++sT7+861QoZDgHzN57/7xrpYL4/3h514JPb9h9h3t6IbBrYa3OvDJ6c+yb2w6EPgcsmfrSRSMdRBHrTAAAmCJWIeieoT2qIBS2f77l24GQgWXxkQ33xyMchJ0X6r3J5T0/H1p312yFafVCx2H62bt6lj47vy+0z5Nqz/ve6o/McC8NUFoUnO99eddwKGxM6Mu7huxn76f/vGt13Bu+cdci9Ybf3ds/0710brBrYq3OVNh+pP+98D5jKXy4byAe4SDyXGcCAEAbsQpitSqK0ZsjY7/Z8Vg4cGCh/dlr34i/bHENBvXaZLoR/PBzC+6ohuk4SK+Me6Wfu2sgvV/T8tm7hhTa3VsClB4NGQ8Fjmna++mNu3sUwu/dsGuJQvhnevszXe5qdWalMvbv7xwN7RMW3OVvHYq/bMlLnQkAAF3EKooVqjCEVprm9l/lcf2+p92RjxsM6q3peg+uepHjIP3s/IVxmH5u/upqmJ5/KrQP7VDv7zYHABzqmQ4FjzYZD0m3IL5CQVwhPCtD0pN1plaa5vZf5fGZw9WRXyIrdSYAAGQcqywWW6UxrMrjzKWj8VDiUADBYvjdPy6KDp7drcPtWe5Oha6y9Nn5y0Lb20lZ/AwgjF8cLRRAOmkWer3tmlmrM49fuR4PJQ5tKxbDB17bG71z4bIOtycTdSYAAOQEqzjmWMMhXnKaoeTFVUPFPxw+74e9nbIfmem9fejZuxaHtrljPn/XGrcpABBAIXeSxdHablbmeNu181adyVDywqqh4kPXRzNZZwIAQI6wCkQLvsRz0ARDyYtlaqh4r/3I1AIuur1WaLs7ZD+LnwFMjoZxT2lxtBao93WbkQnsGjquzmQoebFMDRXPXJ0JAAA5xCqURZVK5aIqF4aS59+sDhVP89Dv7pwb2v5OqDnhbjMAYBIs8K4LBZN2e+/GXYNuEzJFss5kKHn+Zag4AAC0FatYNCxOt62Ih5L/Ye9T9G7n0F9ueySzQ8XTaKXv0D50yGHdY9ttCgAEiOdpv7x7TSicdELNEXebkjns2nqrzqxUxn5z6CS92zn0x3uOMFQcAADaj1UwGha3ShWOUO8299zOhxqFkOzFtuOoFVIzP+wttC8d9dm7VrpNAYAE8fzsjbv608Gks+7ucZuTSewaO67OVO8299zOhxqFkOzFzkudCQAAOccqm3lW6cSLvoi3T2yNhyMHgwp2VY062Lh/rTtStW/kF7tDmXl0D+vQfnXW+b0PrfsI90YFcMS313p511AooHTUP+9a7TYp09g1d1yduf3sxXg4cnCfsKtq1MG6wTPuSOWvzgQAgIJglc8yq4TiW5qM3hyJGE6eLZ/s+350afiCDk+MHSv1rOQqMNp+DKT3qys+O39Qc8bdZgGUlk9v6F8aCijdUPfUdpuVC+z6e6vOrFQihpNny0d3D0ZDIzd0eGLyWGcCAECBsEpollVG6+JayWA4effVMPGB02+6IxI3FvrMO9whyxXqTQ7tY5dk3nYbsFN0tqkevwX2c3lSXVvM3okMPGeR/ZxnznFvAS2g2/Oxg1rod5uXG+y8HFdnMpy8+2qYeP8Hl9wRyXedCQAABcQqpQXmuOHkj278SiisYJvU8P1XDj4fL1anY2DHY8jMXUM0ie5lHdrXrsq87SmhhqudlgtNheE1pkJy27H36Tc1v1JBfLHJYkZNko352EFz+8WXnZPj6kwNJ//mtgOhfcQ2qeH7fzx6Nl6sTsfAjkfu60wAACgoVk/NMGtD44R6Vn/22jfCgQVb4g96vhDf4zyJHQPdyzX3C7c8/Nz8VaF97r7M254IO/dm2zm4xFSgHoxPynpctawxZJn7iOXgpIeWRtGueZP77pLbn3vecvXleMHnuth2nTLVY25vFDEtoA6ZmY8dUNvmNjOX2Hl3W52pntXlbx0K7i+2xge37IvvcZ7EjkEh6kwAACg4qqys0lppDsU1mKEVrwncrVVDxAMBe439KExoeOi5u5aH9j0TPjt/8OHnFjC80LBzTmV+kRqrZjhYf9gXRWfs9FQQ3rswinbeEUWv2FPb7fY5UfT2gur7nrK2tEJ9pZZrauh6pfJjWnJn2Lm49+Vdy0JBJSt+cv3bhThOdr7dVmdqxWsCd2vVEPFAwC5UnQkAACXBKq+ZpoaJ1hoPR84PxIt0BYMLNqSG5GtofhL7jPVt/Gz30ReGpc/ctST0GWTIYW2j29xSYeechr6uMmvDX2uMnKqGavU2vzE7HIC7rbZr/+Jq+B6+/bsB269BlStTc75nuN0uBXf39s+0kL0uFFaypLbTbXIhsPPstjrz3YtX40W6QvuPjakh+Rqan0Rl234Urs4EAICSYZWZGg8aHqfbZMRo0bTf7fwJtwVrUK3m/psdj6UXORs2V9r/Fna420PPzl8Y+jyypoa4f2/1Rwofxuxcm2Pn3IpkWY5RD/G5ddXh3jvmhoNt1lXPt74Y0BcEN2o5J8b2V73dCt2FH8GgXmILJwPpsJJF3SYXDjvlbqsztWjaLwaOcVuwBtVq7v/+ztH0ImeFrzMBAKCkWOU2wyq5pcnGg1Dv7C+3PcKtwQJqBXcND79xc8R9WrVG/wr738I3Fh565q55oc8lkz47v+/rv/tY4Y6JnWcz7XzTfOu++AT0aG714WWdGwLeafWFgb440JD3BPY5qPt7uVm43rBPb+xfmNX52Gnv3bhr0G12YbFzLFhnqnf2x3uOcGuwgFrBXcPDR6vrm8XY51eaOhMAAEqOVXZqPGg+p1YCrnFt9HIcKss+l1tzrzfuXxudv3rafTJV7PPS6smaP1qaRbgeWnfX7NBnlF3nnyrKvG07zxba+bZmrFK5Hp+AQj29J1blt9d6qmqYueZ4p4aY2+ejldO1knnuRzPontSh4JJh+92mFx6dX3au3VZnXrlxMw6VZZ/LrbnX6wbPRGeHb30hLezzKl2dCQAAUMMqQC0Co2/sx83zVMhU2FToDAeaYqkh9BpKf/ziIfcJVLHPRfNE9U18KRdn0sreoc8r4+Z63rada4t13sUnoEfDqfctCofQsqkefM3rTgwvt89L/1Avd+4a9HmZj327u3vcLpQKO8eCdaZCpsKmQmf48yqWGkKvofSDl665T6CKrl1maetMAACAIKoYrYLUyqvjhsldGr4Q7Tz2ShxEixK8Faw1XH7r4Rfj+epJbP81j0zzQRe4j6bU2Oc1nP788mCe5m3baaceMw0PvxWw1XurOcuvzwoHzrL72ozqlw9axdxhn1+uAnee5mPf5p93rXa7UVrsPAvWmUMjN6Ktp4fiIFqU4K1greHyG45/EM9XT2L7T50JAADQKKowTd1qZ1wDQuQxeE8UrIXtp+aQrbP/LcQw1Fai22iFPtNcmPF52zrX7LwbPwdUc6+1GncoXGJY3c97fODO/KJLeZqPHXb3CrcrYNj5VrfOzGPwnihYC9tP6kwAAIDpYpWovrVXb1uwEaFh5rpPt4aar9v983iO99+/8Klw8GmzWtBN768VwtfvezpeJXyiYG0utX9yD88JUFgNfdb5cf6pv312fqaGMdo5d9tthKLL/dX7W4eCJDZmTgL3pzf0Lw2Fm1xp++B2B1LY+TZhnalh5rpPt4aa/+eBE/Ec7796ZU/4c26zWtBN768Vwp85fDpeJXyiYG1SZwIAALQLq2QnbER4tFK3ArgWWFPo1QreCsFJf9DzhUAwul0F9/Rz5R/2PhW9cvD5+H3U014P204aCVNk6bN39YSOSY7sz9IQcjv/NAf7Vrn5sI+A3WoVuHW7M4d93sP2Y5mZifPgMy/3z7v35V3DoeCTF+/d2L/Y7Q5Mgp13DdWZWqlbAVwLrCn0agVvheCkD27ZFzweaRXc08+Vvzl0Mvrj0bPx+6invR62ndSZAAAA3cYq4dmmtWzj+45qvlqvWbcx0U7sfdWDpfdfbf/UXE1tF4uyTIOlz81fHQiv+fDZu4a0crrbla6i81Dnpv2sooCtQBgKitgatTr7+MCtBazmuUPSVfLeq60vC9yuQJPYOUidCQAAANNDlbZV4ItUgdtPfTuuCj1pQ40Le5y+XU8/V6FFr6vbh6hxwC1E2sBDz921PBhic6DuA+52o2vYeal52Ctqt+nSatnMwe6sby+ozn132PFQqOj6cHItKBYKsXlQC7m53YAWYucldSYAAABAGXjouflLQyE262q73S50DWvQaoGkWyuJ67ZUW2aGwyC2V61SfmR5NFYZHtOhsOOiINLV28B9sXdwxr0bd/WFgmzWvbd3b2YXmgMAAAAAyDwPPXvX4lCQzbTP37XGbX5XsByne+3eGrOs3lTd/zkUALGzbp+TXjCtz350rXf2M739sz/98q5ToTCbZd3mAwAAAADAVNDw62CYza5dXfzMgpt6sauriVeGo+jwsmpvaij0YffU8P2R6ihcO16ap9q13u3cLY728q5TbtMBAAAAAGAq6NZYgTCbTbu8+JmFtRVxchPqNX1jdjjkYTbUMH4N53fY8VtjP7oybzVni6P1u80GAAAAAICp8PXffWxWMNRm0G4tfmbhTEPFb41HPrI8HOwwm+5bFI3dGPJzt7VqWlduZ5SjxdF63SYDAAAAAMBUCYXarNmtxc8slGmV4OoYZA1F5pZd+VRzty/3x4fRjmdXhpLnZnG0P+9a7TYZAAAAAACmytLn5p8KhdvYZ+5asvTZ+X3Bv3XKLi1+ZplM952toqHir88KhzjMh5pLP34ouf7R0fn+WVgc7d6X+5ff+/KudaG/Vd29wm0uAAAAAABMFQuz/beFW/Ph5+6KG9xafOzh5+avCj2mAw50evEzC18zLYQxVLyoaqE0LWRn2HHWUPKOzvvX4mjhgNtmX9419OmN/Qu1DXf39s+03w3c9hjTQviyeEMBAAAAAGDqLH1ufu9tAffZu3rcn2vEvdvP3TV822PbZRcWP7PQpZBdHWPMUPHiqqHkui2bYcdbUwM6Om+7C4ujDXxy/dvjbnOmf1fD9/jH3ruxf7F7CAAAAAAATBUL2qvHB9z5gw+t+0hwdeaHn1twx4RDzVvow8/NX+DetiNY2JrtejijaHiQVcWLroaSn++JD3dUqVy0/3Y0bN/78u416ZDbDjVMXD3Y7m3HoR7u9OPV4+7+DAAAAAAAU2Xps3etTATc4Yd+d+eEgSNeqbzd87afnd/R4asWshSyLV0bWjRLt4YKhTMslgrbZ3TXr9oiaR37ckeLo1mw7U8H3Vaq+dju7eqiOdnjnvNSf1dWZQcAAAAAKBQKtT7gPvy7Oxe5X09Im+dtr3Nv0xEsY80dG6ucjtPWh32E7DLqFkkbq1SuW9huqAy0Arc42m3Dt6dtYj52I1jY7vHP1Ta5XwMAAAAAwFR56Nm7FscB99m7VrpfNUwb5m13dPEzy1Zz3bDh6jBi9XCGghgW3/dXxKeBo2PzlNuwONpt87EnQ0PL7924a1DPd78CAAAAAIDpoLnQWhDN/bNpWjZvu8OLn2mYsHow41il4cOEbDy8LD4dHJMOu24VrVocbaL52JOhcK6w7f4JAAAAAADT4W+fnT+n3uJnjdKKedudXPzMQvYdtZCtYcOh0IXlVLf/cth5stSdMm1nuoujNTIfezI+vWH3He5/AQAAAAAgC0xr3nYHFz+z/DSnNlyckI0hE2HbaHiu83SY8uJoTc7HBgAAAACAHDKFedsdW/zMQtOt1cXPrQuHLER5aGl8mtj5Mmw/OnLLqyksjtb0fGwAAAAAAMgpTczb7tjiZxaWZlpo6o/T01Avc7Jxco+tjE+XTt5nu9HF0aYzHxsAAAAAAHLKpPO2n71rSPPD3cPbioWkGRayLV0b3Ccbm/HWfbY1EqIji/VZiF4WCtfeVszHBgAAAACAnDLRvO2Hnp3fsXmlFpLWxWlp2LLSG7PDgQoxpEY+aASE4UZEdKQXWT3Wt4Vs5mMDAAAAAIAnPW/7oefu6liPnIWjVXFKujEURdvnhMMU4kRqBIRGQhhuZETbpzu4xdEGEkGb+dgAAAAAADCexLztTi5+Vl0+ujIcRTvvCIcoxEbUSAiNiDAsbK90p1hb8YujMR8bAAAAAADqonnb071nd6NYHppTu1e2btcUCk+IzbjzjmisMjwWn1Mduu0XvdgAAAAAAJAJLARp8bOBOA5xr2xspbdu+zVkPzqyOBoAAAAAAEDX0dDeOA1dtazNbbyw1eoe7Ibma7tTDgAAAAAAoLhY/lkYpyDNy2bxM2yHWhzNzdc2uNUWAAAAAAAUFws9s6NK5WIcf95dEg5JiK1Qi+vdYp47BQEAAAAAAIqDhR3Ny+6LY4+G9obCEWIrPbI8Pt3svDtlP2a5UxEAAAAAAKAYWNhZEaceDenV0N5QMEJstUO6rXYctjt22zoAAAAAAIC2Yzln9tiYu5UX98vGTvr6rGjsxlBHb/kFAAAAAADQdtSbGMccbuWF3fDWLb+0QtoMd1oCAAAAAADkEws21VXGbwzFvYvBIITYbi/3x6ehpjC4UxMAAAAAACB/WK7RAmjV+yypVzEUgBA7oVuF3M7HYfsxx52iAAAAAAAA+cICTXXZZ/UmhsIPYifV1AXDwnaPO0UBAAAAAADyg+WZ2WMVtwDarnnh4IPYSVkYDQAAAAAA8syYXwDtzJpw6EHshrcWRtO9tVkYDQAAAAAA8oEFmOoCaJVhFkDD7MnCaAAAAAAAkDcswPTFSYYF0DCLjl8YjV5tAAAAAADINhZc5sYpRrfzem1GOOggdtsPq98FWdhe6k5dAAAAAACAbGLBpTo3+9jKcMBBzIJ7q7Mb7HxlrjYAAAAAAGQXCyzV3mzmZmMevDVXm15tAAAAAADIJvRmY6681as94E5hAAAAAACA7GB5ZXacWujNxjw5PBiftgb31QYAAAAAgGwxNja2Mo4r9GZjnrx1X+1+dyoDAAAAAAB0H8sps8bGKtfjxPLG7HCgQcyiWhl/ROuhxdCrDQAAAAAA2cACyvI4ppxbFw4ziFn28LL49NUaA+6UBgAAAAAA6C5aTCpOKm8vCAcZxCyrURiGncfD9mOmO60BAAAAYKpYo2qetAbWEvupXrma9rveBtS81OTz1DUSv6ZJgw0Kj5WBO+xcrw6/1TDcUJBBzLpDvfFpbOfzEndqAxQWO9Vp+wAAwPSxi766K3TxX6bKwVUStUl57cTeZ9i93yr7pyojbccct2kAucfO7eoiaCfsFA8FGMQ8+K7yRnzN7nWnNkCusdOZtg8AALQOu5DPsgv7Il3czT77d11GKyPRnvO7oz8ffylae+jpcf5kz2PRd7Z/fVJX7Fx+23NfOPJ8/LpD1y+4dwpj29dvrrb/XWzOdrsAkCvsHK423HbeEQ4wiHlwy8zqremqcD2GXGHnbBNtn0q099L5aNO549FvTxwa508P74m+O7B9Un94cOdtz/3D6SPx6w6NVtfFrIdtH20fAIA8YBfpZOVSnSea4sy103Hwfe7w2ujJgVVxQP7cxk9GC9fPb7v3bvh4/H4K7grhO8+9GR2+dMht2Xhs+wepfCBP2Pm6ID55dS/iUHhBzJNazK/KMneKA2QSO0cnb/tcvxYH3+dPHo6een8gDsiff2tj9Mnt69vuZ3ZsiN9PwV0hfOfFc9Hhq5fclo3Htp+2DwBAFrCL8IyJKhf1UivM/urAk9E333goGH6z4sNbvxyteudfo80ne4O936nKZ5b7CAAyg52fa+KT9cjycHBBzJP7FsWns+oWd4oDZAI7LSdp+1TiMPv0sQPRsn1vBMNvVvza3q3RE0feiTafPxns/bb9o+0DANBJ7KJ7hy685lB8JXbkKVhP5oOb75sseK8xF7mPBKCr2Cmphl91rO32OeHggpgntZjfjVoVM9ed6gBdw66xddo++QnWk/nVtzdPFrxp+wAAtBq7vmohD62AORhfbR0HhvYVIlhPZjJ4J1GFa2qBERqC0DXs/FNvQxR92BcOLYh59JQ60uLr7Ap3qgN0FDv9wm2fy0OFCNaTmQzeSWj7AABME7uAzrQL6RJz3GIemmetOc4PvPr5YCgtuppTrtCtLxmS2OekIWS6rQbzmqCj2LlXndB6aGk4sCDmUS3qZ9j5PehOdYC2Y6dcuO1z/Vo8x3nJ7leDobToak65Qre+ZEhC2wcAoAl0sbQLZ7UrwXHlxuVo/dEXC99z3az6skELu+nLhyT2+a0z73AfKUBbsXOt2vJ5Y3Y4sCDm1VvDx2nEQ1vROXZb2+fmjWj9maOF77luVn3ZoIXd9OVDEto+AAB1sGvknHQlo6HSj+1+JBgycbxa0Vy3J9OXEh77PDXWfJ77iAFajp1fc+OTjdXGsYjeWn18sTvlAVqKnVu3t33On4weP7Q7GDJxvFrRXLcn05cSHto+AAAOuxjOtYtirTUjFBjLOjR8umpouYbWpwK3hqAtdB85QMuwc2tpfJJpPmsoqCDmWU2HMBSE3CkP0BLstLqt7aPAWNah4dNVQ8s1tD4VuGn7AEA5sYvfvGQlo1XDXzjyfLS49zPBAInN6QN3ctVy+7z7TVbshJZRK8P7F4eDCmKe3VEdsGHnOfO0oSXY6ZRq+1SiP5w+En2pvzcYILE5feBOrlpO2wcASoNd8/Qtbm35bAJ2e713w8ejJwdWpQO37k25wB0SgClj5xHzs7HYMk8bWoCdP6m2DwG7nX5mx4boqfcH0oGbtg8AFBO7xmklzRXVy111gTP1uKrnNRQQsbUqcP9kz2PjFk6z49FjP2a5QwTQFHbuMD8biy/ztGEa2Hkzvu1z80bc46qe11BAxNaqwP3Tw3vGLZxG2wcACoVd0Bbahe1UfIUz1INNwO6e6uG+Mnp5TMfCjsuw/VjmDhVAw9i5U53AemJVOKAgFsF3l8SnuZ3vzNOGprDTZlzbRz3YBOzuqR7uKzdGafsAQDGwi5huV6FvDmN072du0ZUNNVRfq7p77DgNmNwWAxrGzpdqV9/eheGAglgENS3CsPOdedrQEHa6jG/7XB7iFl0ZUUP1taq7h7YPAOQOu3bNMJdXKpV4coyGia9651+DgQ+76/d3fCs6fuWoDlOMVTi6zchMdygB6mLninoEomjLzHBAwbA7/t8oqlyNP7qYU0+GH4fZUdMjqjBPG+pi58f4ts/NG9ETR94JBj7srv9wYEd0fPiKDlMMbR8AyAX6ZtAcqF66qrfqYqGzbKv525ovP1IZiY+ZHT+t/sN8RKiLnR+z4pNl5FQ4mBRB9dTXozIcRX3/d/h5E7n5/4yi0bMW3A5H0Zb/K/wYzJ5unrZdG1lICYKk2z66VRcLnWVbzd/WfPmRSiU+ZrR9ACDT2AVqWXy1MtRLyjDxfPng5vuinefedEew9g3vDHd4AWrYeTEvPknO94SDSRH0QbuVPc6+N5te7Hx5bGV8Ktg1cakrAgA17NS41fYZvsIw8Zz51bc3RzsvnnNHkLYPAGQMuyDNsgtTbcKvekdDQQ7zoVYnTyyWpm/o57pDDRBj50V1hagiL4RG0EbvrQXRVrkiAGAnxvi2j3pHQ0EO86FWJ08slkbbBwC6j12MFlTGKvE9o3Sv5u9s/3owvGG+VO/24UuHdFgjzTdTsHKHHEDlvtrFd2hpOJgUwUaD9uD3rFV2I4r2fCKKzqypPkckh5e/+n9E0aVt7g8J0kPQk88X9Yao+yHonoubb/0uub3JbUs+3+/bob8d//v064r0Y2S9/Syqu6oDOOy873FFAEpOte0zVm37jF6PvjuwPRjeMF+qd/vw1UtxeaftAwBdxS5AtXtDasgxt+wqlpq7vf7oi+4Ix41Mta5ZLARU9quTVt9eEA4mRbCZoO3xj/XBOh1C6/Voh+Zu+9dIB+XQYxV8R07e/trNBG2/bQrt/nd+35KP03sl90vPu7Kn2HPOX68uSWDnPSuPw/i2z8Vz3LKrYGru9voz4xaJpe0DAJ3DLji6dUVffAUyfnXgyWBQw2K4Yufy5FDyQZNbYZQcOweqi/5snxMOJkWw2aCdftxEYTb9WIXXUCD2oToZfus91vcyTzVo6/npRdp82Pe/D21PWbyhdZJimLtZUuzYj2v7PH3sQDCoYTH84cGdyaHktH0AoP3YhWZBpVK5qAvPmWunWfCsJD7w6ufj+6ALd+sSVuYsMXYdGI57NUOBpCj6MBoiGVBDvb4yFKpDv0uHWf97b7IHeaLHhl670aA9UYAOvX/oNYvu5f7qZ8a8zVIyru1z/RoLnpXEJbtfje+DLmj7AEBbsYpmkbvQRG+c2cpQ8ZKpoeTPHV6rw+9Z7k4NKBF23OfER//qQDiQFMVme7SnGrQn6yVO9mBP9NjpBG3/3Hqkh4r7x5YpcPsRA1G00BUFKAnJts+2C2cYKl4yNZT8+ZOH48LvoO0DAK3FLiyLq9eXKHrhyPPBIIblUKuSe6wBwiq8JUM9O/HB172FQ4GkKJYxaNfbhpB+v0Uzz8urR5a7nY2WuaIAJcCOd63t84fTR4JBDMuhViX30PYBgJZh15RaC4P52Ci/v+Nb0cjNET93SV09zFssCXasqw3P91eEA0lR7HTQzurQ8clMfhEQ+ntR3F897Wlglwc73LW2D/OxUf7DgR3RSOUmbR8AaA1qVOiCItSTGQpdWE51K7fEImk99oMKpwTYcV6mYx738IUCSVHsVNCW9cJqKADXe6x+L5KvnQ7U0of15O/975JDxBu1XpgvmreC9mpXFKDAJNs+6skMhS4sp7qVW2KRNNo+ANA8unDYBSRuuY1URuIezFDYwnL78NYvx/dPF3a+aLUgboFRcOwYV3t5DlveDgWSotjJoO1/n+yprhd+/WPT4duTfO1Qb3nyscltDm2D1P7599JjRj+4tT2T9cYXyX2L4o9M9aIrClBA7BAn2j6VuAczFLaw3H5t79b4/umCtg8ANIUuGHbh0Ld0cY8lK4vjRGpFcq1AL+y80W2fZrtTCQqIHeOV8cFWD18okBRFH7RDJHtwWxG0ZbKn2VNvKLd/HY9er95rT/TY9Db74JwkvQ1+fz1lCNly17x4d+3873VFAQqGHd5bbZ8bo2OsLI4TqRXJtQK9oO0DAA1hFwp9mxtXNOqpVI9lKFwhJtUK9IcvHdJpowpn0H7w7W5BseO7Oj7QRQ/aeXOiEI/Tl6BdaOzQ3mr7jF6PeyxD4QoxqVagP3z1kk4b2j4AMDl2oYiHTKmHUj2VoVCFGDIVthlKVVD8NSJ6e0E4kGB3JGi31+3Vu9rZ+T/gigIUiFrb5/q1uKcyFKoQQ6bCNm0fAAhjF4h48Q8NF6cnG6eiwvbxK0d1GqnCYZGQAmLHtTc+wOrhCwUS7I4E7fb6xuz4tLfzf9AVBSgItbbPjdExerJxKipsHx++4q8RtH0AYDx2UYgXONLCZ8zJxumYmrO9zp1iUBBqQXvnHeFAgt2RoN1eX58Vn/Z2/p9yRQEKgB1S1/apRMzJxumYmrNN2wcAqtgFYUl8ZTBYXRxboUZEJG79xe1wCoQdT81Dq/bwhQIJYlF1uKIAOSfZ9mF1cWyFGhGRuPUXbR+AsmMXguo9Swzuk42tVCMjRm6OxBWOsdydcpBzCNpYWh2uKECOSbZ9uE82tlKNjBip3KTtA1B2rKJZUKlU4hsB/urAk8GwhDgdNULCh20735a4Uw9yjB3HUzqeBG0snQ5XFCCnJNs+Tx87EAxLiNNRIyR82KbtA1BCrOzPtormoi4Czx1eGwxJiK1QIyUSzHOnIOQUazTQo43l1OGKAuQQO3y1ts/zJw8HQxJiK9RIiQS0fQDKghV43S+yTyX/jTNbg+EIsZWuPfS0Tjd9s6ve0FnuVIQc4q8d0Y654TCCWES3zIxPezv/h11RgJxhh6/W9tl24UwwHCG20t+eqN3ylLYPQFmwAr9SBV8rQ+t2TKFghNhq95zfrdNOFU6vOxUhh+j4xQeS23uV170L41MgOvS34b8XUW7vlXtqbZ/r1+LbMYWCEWKr3XvpvL920PYBKDpW1uMWkubNchsv7KSLez8TDV2/oNNPsEBITrHGwrr4CGY9aG/+P6No9GwUXdwc/jtOXYI25Aw7dNW2T+XmGLfxwk76pf7eaGg0XhJA0PYBKCpWwGdVxirxDY6fHFgVDEOI7fQ727+u089TmjlLX+z9yIy7X7pzrvtnrrGgsTo+evsXhwNJViRot88yBm19sWTY+d/nikKuueeNP93h/rfw2GGzts9Y3PZ56v2BYBhCbKffHdiu08/DfG2AIqJhKyrhzMvGblrG+dr3vHTnirvXz1/q/plr7Litig8gQbu8ljtoF2L4pzX+++7e9lIhvvybDN/2YV42dlPmawMUGCvUy1XAmZeNWbBM87U/uX7+nIU984cXvnTnOverXGOHLb6WRIeWhgNJFjyzJt7E2zj1ZPXvg9+LospwFG3/f6phXAwfjqIt/1f17z5IesZuRNGeT4x/D72G/33y/fS6ff/3+MfKeo/R70OvH/qb//IgSTrsTrZvk21rI/teL2g3sn2ykc8ra7p9tmtWjysKueXu/t6ZrvFf+OuvHbJq24d52ZgBma8NUECsTFe/ijc0dDcUfBA7aZnmay/subPH7feQ+1Wu0fGKj9oR+xEKJFlxoh5tH5KHB2+Fb69CYPI5/nXSgVCv4fGv8er/EUWXtt3+WL1m8nc7/t8ourKnGn59aE1vh39fH5L1nMrV8dvmtyEZZifbt3rb4f/eyL6Hgnaj2zfZNmRVjeAwrIG82hWF3PLJN9Yv9A3/e/r+tMj9unDY4aq1fTR0Nxl4ELsh87UBCoYVZN3OIr7vrYbsJsMOYjf187UrlYpqnUIOYbx7/fyFyX2+u+eu2e5PucWOVTVx5D1oi9DfQoaCpX+NdJhNP3ai7Uj+PdnrLH1w9a+vgJp+jA/2yd/X27fJtqOeoX0P/a6R7ZvqNmTBAgXte7b1LPcN/3u2rz/1xd7eGe5PhcEOVa3toyG7ybCD2E39fO0it30ASoNVNCtUoA9fOjQu5CBmwReOPK/Ts5DDqLQA2sL1d55K7u/dPXcudn9uC/f86b/fobngGqauIevu1y3FDlc1ZSlYhQJJVpwsaNcbrh3SB8tkqA711sp0QPZhc6L3C22Pfud7fifal3QPcb19a2Q7Qob2vZkvE5LbN9VtyIKHl8W7rDrVFYWWcs8b65daI3yVepjv7utp6xdy9j69yYb/J998aaX7U2GotX2uXhoXchCz4B9OH/HXE4aQA+QVK8NzKmPxN2YRt/LCLKr1AvwQcqtwCjWEUQugpff3nvXzV7k/T5u7ez8y015vgXuf3vR7tWvxNTtUc+MDdrk/HEiyYlaCdvJ3IvS+9cK53/bk80M0ErTTr9Po/jcStJvZvqlsQxY8UV0D0GjLl2XW+O5PNsTV03zP9pfWKYC3eoXwe7b3DI9/r57hIi2MZsfI2j5jcduHW3lhFtV6AX4IedHaPgClQd+UqRCvP/riuAY4Ypb8yZ7HfGWjlThnutM312iIeLwA2u372+8e0jTVRdX++xJ7jdULe+4cSL1uyDXuqS3FjtGM+IDdGAoHkqw4naDtQ3SaqQZtb/J1k9tVL1ing2xoX9JOtm+y3nak/5akkaDdyPZ5J9qGLPphX7ypdp1q+W2xNHQ71BgP2Pup7S+t0BxrLWjmnt4UCtSB1zV7cr/Im6fW9jlzNLCfiNnwp4f3+GtKYdo+AKXBCu4iFWD1FmrhqUAjHDEzHhjap9NVFU4hhjBq6HZoP6V6ot3DJsTC+ry7e+5c7hZTG0q/zuTeOehequW4hkEUvT4rHEqy4FSCdr2hzdPt0U6r4dTp99Dr+Z7f5P/rbxPtS9p6+xYyuR3N7Hs6aDezfWlDn0UWHame8kbLG8SferNnXqghPpn3bOsZuGf7+tULt/Us+eSO9Q1NFXFD1IOvpwDvHpZbam2f0evxwlPB/UTMiAcuD8UXlaK0fQBKgZXZmb4hrN7CcCMcMTs+vPXLOl09uR7CmF4ALa2Ge7uH1lAP+D1/unORBfSV9pi+9HOmarsWX7PrS098pHRv4VAoyYJTCdr1ntPqoB16f/+8w38/vndb+hCcDN/1bCZoJx/bzL6ng3Yz25e2me3tlltmxrtr531b7hyQXJxsWm5bP6Seab2ewntokbNPvrl+TfC5Zt4XRrNDVGv7qLcwtI+IWfJre7fqdPWwMBpAHtA3Yyqx6iUMNb4Rs2hiYbQ+dyrnDrcA2mBo/7zqpa4tWrZ+/prJHj8dFd7dprUUO0bVCavvLgkHkyw4UfirF+5Cz/EBWEwlaOvfox/c3jtdb4XuSzuqf6/3uunnaTuS4bjevk22Hc3sezpoJx870fY1+llkzR3VZQnadW3SXOxQI7xF9mmxM7/Imv17MPX3cWpoutus3FFr+1weCu4bYhZNLIyW27YPQGmwslptERjqJQw1vhGzaHJhNKOtq3O3i3iod2DfuuZLd7ZlOJo1CJbGR+n9FeFgkhV9kPP4YFgvjIaeo+C5/f+p/m4qQTv5WE+9YOkfV69nOL1tIt0DPdG+TbYdje57KGiHni9C25ck6yFb7otHI6sh3JZbe1V7osON8E4bL5TW4DD0LGGHp9b2US9haN8Qs2hyYTQjl20fgNJgDYF+lVT1DgYb3ogZNrUwWq6GME6wAFo3nfLiaxNhx6aatM6tCwcTxCKpe8ZXWeaKQMuovzhZN83fwmi+7aPewfA+IWbX1MJohbuvPUAhsMIZN37VK3jvho+HGt2ImVf3fBdW4bTl9lTtYqIF0LqphrO7TWwZdnjmxAfp6kA4mCAWSS3YZtg1qeVTMT65rWdxqOHddXO0MJodmmrbZ/R69JkdG8L7g5hxdc93kbe2D0BpsMK5ToX0yYFVwQY3Yh5csbPae5Snb3YnWwCtm2r1creZLSU+SBpa/NqMcDhBLIq6Z3yVli9WpFXDQ43ubpunhdF82+ep9weC+4KYB394cGd8kclT2wegNFihjOcnjVZG6M3G3JunXu1GFkDrppo37ja1pdixqaaPLK88jjhdb604Pmw/Wt741S26Qo3uLJiHhdHsmLi2T4XebMy99GoDZBQrlPE3uszNxiKYp17tzC2AlvalO9e5TW0pdmziFX7j+auhgIJYBN3Cb3a+97pTv2Xc3d87M9TYzop5WBjNt32Ym41FkF5tgAxihbHWm7249zPhxjZizvS92kZmV+HM6AJoadty7187LtUEMtQbDiiIRfBY9fsko+UjQzQPOtTYzpbZXRjNjkmtN/tL/b2BbUfMn75X22AFcoAs4L/RpTcbi2SiV7stK2e3gqwugJb27pfubPncUjs01TG1zNPGIntrfnbL1zq4Z1vP8lBDO3NmdGE0erOxiCZ6tTPb9gEoDVYW4290R+jNxgJ6/MpRnd4icw29LC+Adps9/32J2+yWYg2BvvjoME8bi+it+dlD9qPlwzitUd2bbmRn0SwujGbHw7V96M3G4nl8+IpOb5Gb1f8BCon/RpfebCyiWkFfZO2b3XgBtJ47B0LbnFFXu01vKXZoqsMOmKeNRXTfovj0Vj3rTvmWEs+BDjSys6h6391mZwLf9qE3G4uoVtB31x56tQG6hZXBWSqI9GZjUdUK+rovvKMtt6maCgv/NH9ZaHuz652DbtNbio5JfGQ0vDYUVBDz7KnV8eltjd2WrwB897aX5oYa2FlVXwrc3dcz221+V7FD4to+9GZjMdUK+rovvCMzbR+AUqHKXyVw88neQMMasRg+d3htXNPY+d6WXtlmuffFj83KwQJot3l370dmul1oGXZYZthx0W2PqsNsQ2EFMa8OD8anttH6+2e/sX5pqIGdZe/Z/lJbevabpdb2OX8yuJ2IRfD5k4fji09W2j4ApcMKX7xKy/d3fCvYsEYsgg9uvs9XNm25j22z5GUBtLSaU+52oaXYcemND5CG2YbCCmIefWN2fFrb+d2WVfs/+eb6NaHGdebNwMJovu3zDwd2hLcRsQB+9e3N/hqUibYPQKmwQhcvBKJhtaFGNWKRPDC0T6e76OrtLu5ZP39BaPty4Ut3rnS70VLsmFTnaZ9ZEw4siHn08LL4tLZG7hp3qrcUa0gPphvWOXGwmwuj2SGptn1Gr4e2DbFQHrisdRhjuNUXQCexyn+FSh6LoGEZTCyK1rV7uuZwAbS0fW5XWoodlmrXn27zxfBxLIpXq4sRGS3vwdVc51CjOi92c2E03/ZhETQsg4lF0TJ7P3uAQmKF7pQK38NbvxxqUCMWSi32p0X/HLNcMego+VsALWXP/GF9WeB2p6XY9ah6m6/9i8OhBTFP7rwjPp3tvG7Pbb3eWL8w1KjOi91cGM23fb62d2tw2xCLpBb706J/jq60fQBKh1U0C1TiDl86FG5QIxbQN85sjWsaY5krCh0jrwugpb275662rF5q16Ql8ZEZ6g0HF8Q8eWxlfDrbeb3KneIt5ZNvvrQy1KjOk91YGK3W9rl6KbhNiEV024Uz8fXI6HjbB6CUWGWzRiXuVweeDDamEYvoY7sfiWsaO/8HXFHoGHldAC3t3evnt/w2RcIOy0w7LtXVx1+fFQ4viHlxJO40FW35Ysoaz/3pxnQu7fDCaL7t8/SxA+HtQSygjx/aHV+MutH2ASgdVtZqt9Ph3tlYJnVP7Ss3LuvUFy2/3U49cr0AWtqX7mxbL5Rdl9bFR0aLSIXCC2IefDvuNFWjti33ntdCYhp6HWpQ59COLYxmh6TW9uHe2VgmdU/tKzdv6NQXHWv7AJQSK2SLVdJ2nnsz3JBGLLDrj76o01+N4BWuSLSVAiyAlrYttyoSdkwWxQfncn84wCDmwVOr49PYaMuCX596s2deqDGdVzu1MJodj2rb5+K54HYgFtn1Z47q9O9Y2wegtFghi1sBWoU50IhGLLTf2f51X9n0uyLRVnK/AFrAT66fP8ftXkuxwzIjqlQuxgdox9xwiEHMsq/NqK6eX6Ut5WThtj8tCzWk82qnFkbzbR+twhzaDsQi+92B7fFFqVNtH4DSYoVsUIWN1caxjGr4eGL18ZmuWLSFu3s/MrMIC6Clvbvnzrbdj9OuT9X7sB1ZHg4yiFl2X3VQhp3HbbkVntAiYqGGdK59c31b7jWexLd9WG0cy6iGjydWH29r2wegtFjhiu9Xq3mqoQY0Yhncc766MIjR9oV4qvOz7zwV2o4cu9rtXsuxYzI3PjJaTEq9g6Ewg5hVNe3BsFDXlkUDxSe3rR8KNaTza0/PvdtebOtth+yQVNs+N28E3h+xHO69dF7FQHR0EUKA0mCFK56jpNscBRrPiKVw7aGnVQzUGF7pikZbiXu2LZymtyPHtnXomR2X3vgAHVoaDjOIWfTWImhacrwtC3x9csf6OaEGdC7VFwbbeto2OiaJHY+47aPbHAW3BbEE/vbEIRWDjrV9AEqHFS7mZ2Pp7fQ8bU+Rerf15YHbrZZjh2ZhfIDo1cY8ea66aL5dV9rYm92zONSAzp/t78VO4ts+zM/GMss8bYA2Y4WL+dlYejs5TztNUXq3714/v61Dz9QQiI8OvdqYB7V4n2HnrVZCa9s15Z7t61eHGtC5sYO92El824f52VhmmacN0EasUDE/G9HZyXnaIeLe7fzd9qtv4Ut3rrznT3cuuvfFj7V7TiW92pgfb/Vmt3VI5t3bXpq7cFvPEhe4B9MN6Wzb2V5sjx0W5mcjOpmnDdAmrFAxPxvR2el52iF0j+17XrpzRWj7MuDQwp47e+7uuXP53T13zXOb3FFqvdpayTkUbhCz4Pje7I4GSQXXT76xfuGntr+0whrRfelGdRa8Z/v6U/f0/WmR2+SOY8eE+dmITuZpA7QJK1TMz0Z0dmuedoh7/vTf7+h673b1/Vcv7PnvS9p1n+xmscMTN5DjlZxDAQcxCx5bGZ+mWWm4furNnnm617ZuA6aQG2psd0r1vN/d39vVIaq+7cP8bETmaQO0DStUAypczM9GrM7TvjJ6eSyucTIwV6kLvdu9ej8NYW/nwmbTwY7LDLtuaQXnKNq7MBxyELvp67OisZvD/joy1526mSJeqby6iNoqsz/Z6G6XcS/2tvUL3CZ0Fd/2YX42YnWe9pUbo5lp+wAUAitMM1SiRisjoQZ3oV1z8Ffa9Wjj8fXBv+fNRvdn88ne+Hj/9St/Gfx7O12xc3m8jU/tfyL496x4YGhfvJ1GZhrI7endvvPUwpfuXHf3+vlL9frurXKBNZKXxkfoqrWVmauNWfNU3Fmq3qF17pTNPOphVgi+Z1vPcmt4996zvWc43RifjlnoxfbYoXFtn0pwW3H6/vDgTn3E0eqj+4N/T/r1va9H1ys3oz+fOx78+1Sczmu2Y3vy4IHLQ/ExMzL55SBA7lBhUok6fOlQoBGeTRUU05y+dir6yz9/Mvj4enYqaC96+f+LPhy5GO27sCf491bZyP4o6N4cuxn901v/O/j3dpuXoO3PMWskd23+YIgW9G73+0XL7u65a7Z72Vxih0e92nGPFCuQY6bceUd8Wtr5qbnZmZhuMVXueeNPd9zzxvqln3xz/RpriE9pkbUs9WJ77LhU2z5XLwW3OY82E2w7IUE7f24+fzI+Zllr+wDkFitP8Qq+ChaBRnmm/NvXvxJdv3n9tt7Y/7HhY9G7F/drNzIZ4DoVtCfTb0c3P6O8BO1fHXgy3k6rbFa4opIpptq7ndWh4FPFjs+C+EBVLM+8PiscehA7rdYOMLJ6/ZgqU7lXd5Z6sZPY4am2fSxYhLY7jxK0x0vQbt6njx2Ij1nRrl0AXcPK0zIVqucOrw02zLOiD4n1eq592O5mb209sxK0s2BegrbfTqts1riikkkW/mn+soU984dD+xCy3fe47gZ2jKr3TzqzJhx6EDupRlcYdl7q/swz3GlaCBSaQ43zkFnsxU5ixyZu+zx/8nBw+/MoQXu8BO3m9ccs620fgNygwqRC9djuR4IN86zoh0VPFNB8OEoOndbz1AP+1S33x2FX+LBeL/T5YJwk/Ri9rg/1yaHs6d720DB3kdxGvx2eel8WJHvuPaHXCX1G6e0IzdFudJ/q2ch+TLSNWfLBzffF22nlI/Orb2olcNvmvvQ+hNQtudzTCoMdpll2nDREN4p2zQuHH8ROqAXQbgz5xYQK96WWNcQbWjAtq73YSXzb5/FDu4P7kEfrBVv/+xD+sWuPH7Q6eyx65N23gs+d7DWbee7/3PFy9OGNkfhvYt/lC3WDbSPvI5t5zbTNPDf9WNHIFwl58atvb473KQ9tH4BcYIWpT4UqyyuO+4A5WeAL9Xr78Hjm2unb5i6HQp8fnp7sfQ6FfP874V+33nZO1KOtQJv8vX9svddI7pt+d/76B7UwG9qf0PPq9f43s09pG92PvARtrTwuFOBcUck8DfZu97qHFwo7VNUTi9t9YTfN4QJojaLgHGqYJ71nW8+A5nS7p2Qa3/Yp0orjoWDrf+cDow+KWgTugV2v1B7XTNDWcHuFUf/veq8Zeq5/7Jnr16Iv7Pxz/Ds/L1gkg22j79PMa6Zt5rk+fCe3SZ+bKErY1srjIk9tH4BMY4UpXmJQwSLQKM+EobAYMhQKfXgMhdxQ6FNgTL+Pf910gBeNhHe//aFtCFlvu+r1dHubeV5om5rZp0YMPW+qr9UNj185Gm+rkZtFwybt3bYgrgXV3MMLgx0jLYymobosjIbdcfwCaLleaDDEJ99YvzDUMPd+avtLK77Y25uba4tv+yhYhPYnj6aD7aff3BC9e+XiuBApQ6G62R7ttKHH1Qvpoffx4XaiUCxb/ZrNPFe/S3+W9T7jPHt8+Eq870bhrmMAHcUK0SyVpKHrF8KN8ow43aBdL6CmQ99EgViBNRTg04HR94gnw+pUg3a6V3my/U/vz2TPm84+NWJ6P5K/y0PQfuPM1nhbrUGW2XmG9Ziod/vul+4s5G077FDFixvFQ3dZGA07rVsAzSjc9Azhbvl1W6M8T73YHjtG1bbP6PXb9ifPNhq0Q2G1VUE7GUwb3R7Z6DDv9PtM5zWbea7v+U72ZnsVwNO97Hl224Uz8Wecx7YPQKawcjRPhWnnuTdva4xnyWaDdrrnudGg7QNlPboVtBt9fnp/JnteureboD1eLRAorLJZ6opMrqjXu617ZruHFA47VtWF0c7Zj1AYQmyHR6rXNTv/CrcAmsca4L3pBnneerE9doyqbZ+L58btT95tNNi2s0d7oqA9UVidatCezms281z/73oUKWhrgUCR17YPQGawcrRYhemFI8+Pa4hnzVBPdchQsJxK0G4kELcyaPvXSpO3oD3Zfsg8Be1V7/xrvK1W2axyRSaXKFjb/gzV9u2lOws3f9Rjh2vW2FjldHzgGEKOnVAL8DnsWpGrnt1muGd7z7BviOexFzuJHaq47fOH00duCxl5NhSK64XdRsK3DL2m1ONDNBK0m+l9nux9pvKa3mae6/8dCuVF84kj78Sfcd7bPgBdR99WqTCtPfT0bSEja04UmL2hHtSJntdsME3aTCit97r+C4T09qX3wz+/2aHjkz2vVUPHG92P5O/yELR/suexeFutnKx2RSa33Pvix2Yt7Lmzp7pvdw66XxcSO2TVIeSV4bFox9xwOEJshVplfOSUX2W8kEPGxd3bXprrG+F57cVO4ts+vz1x6LaQkWfTwdb3aF8YvT6uNzYUFhsN2v4104/1j5soaDczVLvR92nmNdM289yJer+L5k8P74k/4yK0fQC6ipWjOPXkIWhP1ttcr9e7maDdaM+5bEXQrvf7UEBN9z6HDIXYes8LvfdUg3Yz+0HQ7i5399y52PZt6O6euwq9yIkds5Xxwbs6EEWvzQiHJMTpqikKhp1vhVzN33PPG+uX5r0XO4kdsrgiKnrQ9uGwXtBMmn6u9EE0+ft6gbORoC0bXXysmfdp9DVDNvpc/1kUaYh4PQnaAC3CCtEKFSYFinTIyKI+CKZ7aH3QCwXKZoK29KEy/R56namG0noBPvR7/3yRfI3Qdvnn+21odH8m+lIi/XwZ2qekzexHnoL2d7Z/Pd7WojWi1but+dvun4XEDptWIa+uTqVbLoVCEuJ01NQEw86zU/Zjljv1Csmn3uyZl/de7CS+7aNAEQoaeTUdbJNBOU26Fzc0jNqHTZF+zWTg9L2/YrKgHRqCrffxve4TBdt679Poa4Zs5rn+senPTqMB0l8I5NnvDmyPP+OitX0AOo4Vovimn3kJ2tKH6jTp3lRvs0Fbht4j/frNhtL0a/rnpX+vsPrVLffHv5vsNUQjIdYH4SShz2uqQVs2uh8EbegUdujm2LHTrZaiaP/icFhCnIo774jGbg77IeML3SkHOcG3fYoetKVCYCOhWiaDrFDI9L9LvqZ/vkdh+G/2bIl/lwymoe2Roffxr5l8fqPv08xrhmzmueltEkUK2ZKgDdAifGWj8BMKGohl9uGtX/aVTb8rMpAz7PDFix5FFcvbb8wOhybEZtRUhOHqLdvt2rDSnWqQI3zbR0EwFDSKYr2gK+vNyUb82t7arU1p+wBMBytEvSpM6rkLBQ3EMvvAq5/3lU2hFw8rOr5RHek+x8zXxul6Zk18OqkRaj8KeSuvouPbPuq5CwWNouhX7A4FbQ2PJmhjyCW7X43PG9o+ANPEVzYEbcTbJWgXAzuEM3UM44N5voewjVP3WHWNPTufhuxHodc5KDK+7VP0oO2HRKeHiPue7qINecbWSNAGaBFWiAZUmBQoQkEDsczeu+HjcWUjXJGBnGKHcLZd77RoFYuj4dS8tfiZ5v3Pc6cW5BDf9lGgCAWNIhmaUyxCvdyI8jM7NrizhLYPwLTQt1UqSARtxLAeV2Qgx9hhnBtVKtUV+95fEQ5TiCH3LYpPG2H15iJ3SkFO8W2fMgRtxKnocUUGAKaCVTZxDw9BGzGsxxUZyDl2zVswVqlU7zunHspQqEJMumtebYVxO3+WulMJcoxv+xC0EcN6XJEBgKngv9UlaCOG9bgiAwXArnu3uifVUxkKV4hyx9xobHTIh2xWGC8Ivu1D0EYM63FFBgCmAkEbcWI9rshAQbBrXzzhdqwyPBa9vSAcsrDcvjE7Grs26EP2GnfqQAEgaCNOrMcVGQCYClbZxCtvfvONh4IhA7HMLu79TFzRWDk55YoMFAg7rivi40vYxrS65/qte2X32A9u41UgfNtn2b43giEDscx+qT8uHrR9AKaLr2yKcnuvNQd/FV8cntr/RPDvSf1jNx5fH/w7zo82n+yNRisj0V+/8pfBvxddjfQQVk64xUVBsWMb32M7Dtt7F4ZDF5ZLDRe/1ZOte2XPdKcLFATf9in67b26oV/lPH1LMcyPGukhaPsATBMrRGtUmL6/41vBoJE3Cdqtc8XO5dHNsZvRP731v4N/L4MPbr4vPkesnAy4IgMFxI5v3LMds39xOHxhOdx5R3JOtnqyCdkFxLd9/uHAjmDQwKm7+fzJaLRSiR7Y9Urw75h9v/r2ZhUP2j4A08UKUdyb85M9jwWDRt5sJmhjfRe9/P9FH45cLP3nqJEewspJrysyUFDsMC+LD7Y4bP8bCmFYbN9eUB3ZYLggxnDxguLbPj89vCcYNHBq/vDgzujm2Fj0yLtvBf+O+VAjPQRtH4BpYoVopQoTQRvxdgna5cIO9eL4gAvus10u9y9O3sJrtTsloKD4tg9BG/F2CdoALcLK0XIVpl8deDIYNPJmMmj7/xehIdAaGi3Sodz35iZJP0av7V9T85g9zcxn/h8bPha9e3G/e2aV0DD25OuL0Hskh3kn9zv52Hq/9yb3Kfn70OfUiv3Pg4/tfiTeL6ts1rkiAwXHjvWi2n22T60OhzIslrqf+i2Wu1MBCoyOsw7208cOBIMGVlUPdT1WH91fe5yfl50k+Xe59vhBazdUe7s1vNxTb5h5o6+p5//Nni21x6bnhiffSzCsfXIfP7Q7/qxo+wBMEytHcWWz9tDTwaCRN5Nhct+FPbXfKwymQ2QoQP7t61+Jrt+8Pu65/jXTQdPjw7EPzo2ETR/mT187Ff3lnz9Z+9356x/UtjH0GP8e9fZF+O3xz9f27Dm/u7ZP9baz2aDtmcr+50WN9BBW2dDDVSLseC8wh+ODf25dFG2ZGQ5omG9fmxFFx+KOzRg75kvdKQAFxw53XLH99sShYNDAWyH7z+eOx//2wTcdVL++9/XoeuVmtO/yhdrvFIBFMhj73wn/mp9+c0P07hW1U6b+mgrvCtf+Nb2hRdn8+zG8fWI10kPQ9gGYJlaO4qGSzx1eGwwaedMHwGQ4lT50JgN0KEAqkKef6wNk8vf+fdI90KHXDBkK/mnrPWaifUn+TvrtTP++XnhuNmhPdf/zIkG7vNhhn2vHfSg+AXSbp513hMMa5lPdvuvDvvjwui9VFrtDDyVAx1vH/vmTh4NBo+z6QJruHfbBNhlS1WOcflzo+T4opwOxD/TJAN3sayYDuVevEQrUPoCHnoNVCdoALcLK0UIVpjfObA0GjbzpA2A66IV6W9OhMBRgvQq9yefWex/fI54OoElDwb3Zx6S3p17Anez3ye2cStCeyv7nSU2pcCxzRQZKhB332dbQiNNYvEiWhhiHQhvmy70Lo7EbtZXFB8073CGHkmCHPm77bLtwJhg0ym69oJ0OxROFVgXdZE91qEda+t7rdM95o68ZCtP1tt+bfh0cr6ZUOGj7AEwHK0RzVJIOXzoUDBp5s14AlJOFUx8S69GqoD1RoPdO9ph0bzdBuz3qcxbWEF/kigyUDDv8M+z43xpfzFDyfKtF7hx2XO1gcvuuMmLHvdr2uXopGDTKbqM92j4k12MqQbvZ15xKr3W93m6sqs9H0PYBaAHVC9dIMGjkzVYE7YkCsJegXY6grS+gHHNdcYGSYufAQmt0MJQ8r74+qzZU3EFPTcnRSaDQFgoaWL/3Ohm+Q3Op69ls0G70NQnarVdfQDlo+wBMF2s8Dqg0Pbj5vmDYyJP1AmBoKHY6QDYSgL2tCNoTDR2f7DGTfWngJWhPzys3Lsf7aXA/XVDDXEPJ+3VCxEPJud92PtT9sW8NFT9lMlQcam2fr769ORg2yqzv0b4wen1c73I6uE4WaJM2GrSbfc2JgjZDx6fmlZs34mNl0PYBmC5W2Wj4XByoQmEjT/oAmA7Lod7qdIAMzeOu53SDZrpHOmS9x4S+EJgsUNf7fXI7Q4/1n0n692UI2ot7PxPvo5WPQVdUACy1xUPJV8Unh1Av6Y654YCH3VW92Brq77Dj1mM/GCoOMb7to57bUNgosz6ophcuS+sDeSOhtdGg3exr1uuZrtdr3UyQL6Nf6q9NmaPtA9AKrDDFk9aeHFgVDBx50vfKnrl2uhZEfVhMh9ZQsPRBMd2TrNdNBtvpBs3Q+/jt9K850WPSXwa0ImiHetEV9j3J1yhD0P7+jm/F+6jGuSsqADXsvFhknopPEqG5v7pdVCjwYec9vCzZi61VxRkqDuPwbZ+n3h8IBo4y68NuiHQvsQ/KofncyTDbaNBO/q6R16wXtEOv0UyIL6v/cGBHfJxo+wC0CCtP8W0u1h99MRg48qQCoA+hyZAY6qWuF0J94EyS7iFvRdAMvU/6eckeZU96W2Qrgrb02+/R3/3vkq9RhqCtL56EVTYrXVEBGIedHjPt/LjVuz1iufvtBeHgh51Rc+cTc7HVWLQfs9whA6hh50W17XPmaDBwlF2F2HTQrTck2/8+SbrHuJmgLRt9zYnmWoe+MKAne2L1xZOg7QPQIqwwWcskig4M7QsGDsQyqi+eXGWzxBUVgCC6hprx3O2Y85btNGw5FASxPWol+GO3Foe346Hbdi1whwjgNlRuda4cuDwUDBxlNnRva+9k4Rbzrb54ElY+aPsAtAIrT9ZCieKFn0KBA7GM7jz3poqFmOeKCsCE2LmyzBon1ZXJK8Px8GWGk3fA/YurowkM+/yHTQ0JZhEfmBA7R6ptn5s3goGjzNbrfZas2F1sd148Fx97g7YPQKuwhkncStECUKHQgVg2h65fiGsag2Gn0DA6X+x6emsFLgVABW7uvd16FbB1qzWHfe6aLzTHHQqASfFtHy0AFQodZbXeHGnf083w6+I6NFqbPkjbB6BVuAZKPHc3FDoQy+QDr34+rmWsXLDqJkwJO3cWmLeGk98YiqIjywnc01UjBA4trfVgC/c5L3QfPUDD+LYPK4/fbmiOtAj1cmMxXLL71fgY0/YBaDFWruLVsV448nwweCCWyZ/seUzFQZXNaldEAKaEnUMK3LWVGeOVsLVCOXO4m5OADW3Azp+47fOH00eCwQOxTP708B4VB9o+AK3GytU8Fa7Dlw4Fgwdimfzz8ZdUHMRiV0QApoWdS/Os8aIVsKtoDveJVVG0fU44WGJVfSGhofcEbGgDdh5V2z5XLwWDB2KZ3HTuuIqDoO0D0EqsUM2wxovuNRp9buOt+0cjllHdh90x2xURgJZg59Rcu9bemsMtrg5E0btL6OX2qvda86+1ensCAja0Gjufam2fz7+1MRg+EMui5uQ7aPsAtBqrbJinjaWX+dnQCewUU+BeZVZXKfecswy+b1E4gBbdXfOi6NTq6nz2BPYZrbEfBGxoC77twzxtLLPMzwZoM1a+mKeNpZf52dBJ7FRTj9oic3z3rcKmhpbvmBsOpUXxjdlRPGc9sXq4sM+j31xi/8vKt9BW7BxjnjaWXuZnA7QZK1/M08bSy/xs6BZ2zs0ydS/ugfgM9Gh+8pk11eHUCqahwJoXNTxePfbqub49XJ8yV9r/cosu6Bh2vjFPG0sv87MB2owVLuZpY+llfjZkAbsW32FqaPmtVcA8mtOt3u69C7N/uzBtn7ZT26vtTmH7N2SuMRe4XQfoKHYaMk8bSy/zswE6gFU2zNPG0sr8bMgidkrOsXNyqbnOB4JxfNhXDbK6T7fmOXdrJXO979sLqtuhHuvLt24j7tH2mxomv8yc63YRoKvYOck8bSytzM8G6BBWzuK5SuuPvhgMIohF9skBCyuGVTbMUYLMYufnHXaaLvfhoC4Kulq5W8FXq5orhCdtdP63AnT6uRr+rdfV6wcCdRK3ndreO9wuAGQKnZ86V9efORoMIohF9qn3q6ONaPsAtBkrZ9aiiqIrNy5H9274eDCMIBbV41eO6vRXZbPIFQmATGOn6wxT9+jWwmFx+DYnTr5tQu9rqrdaoWWxOc9tJkCmsXO12va5eSP6zI4NwTCCWFSPD1/R6U/bB6ATWEHrU4F7bPcjwTCCWES/+cZDvqLRvYVmuOIAkFvsPFZ4mGdqgbWVpkJ40tsnTQewxw2mnic1/EOBWq/P4mWQe+ycjts+jx/aHQwjiEV02b43dNrT9gHoFFbY1DMSvXFmazCQIBZR3dZOKEC4ogAAACXBt322XTgTDCSIRVS3taPtA9BBrLzNtAI3PFIZiRb3fiYYShCLpKZJDF2/4Csb5pGWkI9uun/FXb3/i9VW4b/9xeZH531862ML3T+hJNxq+1SiL/X3BkMJYpHUNImh0eu0fQA6jRW4NSp4WhwqFEwQi6RW2XcVzYArAlAiPtr7pYUf7b0/it3016sJ3OVE4drs+8TWH0XmqY/0fo9hlCXDt320OFQomCAWSa2yT9sHoAtYoVugwndgaF8wmCAWyc0na4s3L3dFAErEgk33r6sFbad+97He+7n9VAn4i62PLrJg3e8C9i03/2ipewiUhFrb5/JQMJggFsnN50/GDR+Dtg9AJ7FCN8MqnFMqfQ9uvi8YThCL4Oc2fjLSNAkHPZklQ2E6HbKTEriLyye2PLb441seG7wtYN+SXu2SYXVAre3z1bc3B8MJYhH8/Fsbre1T0akuaPsAdBqrbFaq9D13eG0woCAWwVXv/Gtcy9j53utOfSgRod7soJvu772r9z5uV5VzFJw/vuXRJZME7FvSq106fNvn+ZOHgwEFsQg+ceQd2j4A3cTK31wVQi0SxT21sajuOb9bp7lY7E59KAmT9WYHtcD9sd77FriXgJyggK3QbOH51G1heiK3/Ii5iyXD6oJq22f0OvfUxsK699J5neaCtg9AtxgbG+tXKWRRNCyiD2/9clzL2HmuoYIMES0ZDfdmB1yw6b5+LaLmXgoyyt29K2daYF5uNhewE7ICefnwbR8WRcMi+rW9W3V60/YB6DZWABeqMNKrjUVU94p3LHOnPJSEKfVmB1Tgvqv3fnoEMsbHev9lloXk5RaSh9LBeQr2u5eFkmB1QrXtQ682FlDdK95B2weg29CrjUU00Zs9bD9mudMdSsJHN92/JhScp+ym+wcJ3N1HAdvC9UoLx8OpsDwt6dUuH/RqYxFN9GbT9gHIAlYQ4292D186FAwsiHnU92ZbZbPSnepQEj7W+8VZFoyHg4F5ulrgXtB7/9KP9H6R4Xgd5O6+lbMtEK8yWxqwE9KrXTKseqi2fa5eCgYWxDzqe7Np+wBkCCuQgyqYK3YuD4YWxDxJb3a5+eim+1YGQ3ILXbDp/lME7vajgP3xrT9aHQjGLZde7fLh2z4/PLgzGFoQ8yS92QAZxQrlUhVOerWxCNKbXV7a2psd0AL30Ed771t+d+8XZ7pNgBbwsS3/MvcTWx5fEwrEbZRe7ZJRa/vQq40FkN5sgIxi5XKGFUytTkivNubaB179vE5jvtEtKZ3ozQ7pA7eCvtsUmALVgP2jdYEQ3BH1/m5ToARYHVFr+9CrjXl2ye5XdRrT9gHIKlY46dXG3PvCked1GquyWe1ObSgJne7NDqr3t7BP4G6Ov9j86DwLur3p4NtxLeS7TYKSUGv70KuNOfYPp4/Q9gHIMlY+6dXGXKu52SM3R8Z0Dhv0TJWMbvVmB7XArTncbtOgDh/p/d4MC7jdD9gJ6dUuF1ZX0KuNuVZzs0cqN2n7AGQdq2yWqJRyX23Mo3vO745rGTuPV7lTGkqCFiWrDt8OhN6u+SUW12qAbg4VD0qvdumotX24rzbm0L2XztP2AcgLVlDje0tqCG4ozCBm0cd2P+IrGvVMMGy3ZKj3OBx2u6NWJXebBpPwidd+tCAYeLsovdrlw7d9NAQ3FGYQs+jjh2odDLR9APKAFdS5cak1NBQ3FGoQs6RGX1y4fj4eNmWVzRJ3KkNJcL3Zp0KBt1sybLw5LNz2p8NuV6VXu3RY9VFr+2gobijUIGZJjb64MHKdtg9A3rACu1IF98DQvmCwQcySiQXQ+twpDCUii73Z3F+7OXQP62Dg7aK2TXPc5kFJqLV9Lg8Fgw1ilkwsgEbbByBPWLmtLQ6y6p1/DYYbxCyoURcJGO5ZAHSbrLt671/s/jkh9GYXBwu3merVtqDd0L1oP9b7L7P02E9s/tEd7leQU6wOqbV9njjyTjDcIGZBjbpIQNsHIG9YZbNIpVcLoy3u/Uww5CB2W426EOqJcKcu5Jy7eu+bF4fWTfcPKrRO1DtMb3ZxyGCv9rBCtNu827i7b+Xsj2/90Wo97uNbHht0v4acU2v7jF6PvtTfGww5iN1Woy5o+wDkHCvAPSrIfz7+UjDkIHbTn+x5zFc06oEg3BQIhexkeFUv9929X5zp/hxDb3bxsNCa+V5tDSl3ATv52OXuz1AAfNtn07njwZCD2E1/eniPTk/aPgB5xwrwbCvIwyrQ39n+9WDYQeyGGmWRWABtkTtloSAs6L1v2W0hVrfv2nT/io/1fjHuZdTts9KP6ab0Zk+fLPdqayXyercim6jnG/JHsu3z3YHtwbCD2A01yiKxABptH4C8Y2V5uQo0Q8gxSybumd3jTlUoEArToTAbu+n+4Y9uum/lgk339Qf/3i1tm9zmwxT5SO/3ZlhwPZUOsl21Gq57b/u98+NbH+MaVECseqm2fRhCjhkycc9srjsARcEKdK8KtsJNKPQgdtK1h572FQ33jSwwCzbd3xMMtFnUwr/vaYfp8YnNP1oaCrRZ9S+2PkqvUkHxbR+Fm1DoQeykvz1xSKcjbR+AoqEC7Qp2HHJC4QexE2oKQ4J57hSFArKg90uLgqE2i9Kb3TIy2atdx49vfWxI2+s2HQqG1TG1to9CTij8IHZCTWFIQNsHoGioYKt0j9wcGfvmGw8FQxBiO03OyzZYfKjguMXOhoLBNkvSm91yctSrvcptMhQUq2uqbZ/KzbFl+94IhiDEdpqcl23Q9gEoKirgKuVnrp2OPrfxk8EwhNguE/Oye90pCQVnwab7VgXDbZakN7vl5KZXm3tnlwKrdqptn+vXos+/tTEYhhDbZWJeNm0fgKJjBb1PBf6NM1uDYQixHTIvu5x8rPf+ucFwmxXpzW4bOejV7nebCiXAt322XTgTDEOI7ZB52QAlwwr67EqlclEF/8mBVcFQhNhKmZddbjK3unjSTX+92m0mtBjXqz2cCrfZcfOPuGd6ibC6p9b2eer9gWAoQmylzMsGKClW4Beq1Gu+9vd3fCsYjhBb4YOb74uujF5mblKJWdB7/9JgyM2A6nF3mwlt4ONbH1sZDLndt3Z/bSgPVgdV2z6Vm2P/cGBHMBwhtsKvvr05unJjlLYPQFlRwVfpV9h+eOuXgyEJcTo+8OrnozNXT8cVzRj3jCwt8T21de/sQNDtpgs23b/ObSK0CYVZhdpUyO2+W37EsS8ptbaPhe2v7d0aDEmI03HJ7lejM9ev0vYBKDt2AVitC4F6HNXzGApLiFNRi+0dvlSbm6R7mXILnRKjUBsKu92U3uzOkMVebdumhW7zoITU2j43RsfU8xgKS4hTUYvtHb56SacXbR8AiCucdbogaCVy9UCGQhNiM9674ePRgaF9Oq1U0fTbj5nudIOS8tHeLy0Mhd1uSW9258hgr/Yp7p0NtbbP9WtxD2QoNCE242d2bIgOXB7SaUXbBwCq2IVghvvWLTp+5Si3/cJpqZC989ybOp1U0QzaD+ZBgr+n9qlQ6O2G9GZ3liz1amtb3GZBibG66VbbZ/gKt/3CaamQvfPiOZ1OtH0AYDx2QZjpvn2Lh/sqLIVCFOJk/vn4SzqNVNHoa93Z7hQD+G8f3XT/ilDo7bT0ZneeLPVqW9Ce4zYLSo7VUbfaPlcvxWEpFKIQJ3PTueM6jWj7AEAYuzDMct/CxT2ShG1s1ucOr9Xp4ysaegxhHPN7H5gTCr6d9mO99y1wmwQd5BNbHl8TCr6d1EJ2n9scgBirq261fS6eI2xj0z5/8rBOH9o+ADAxdoGYbRcK3VSfsI1NmQjZwyZBBoJ8dNN9faHw2yl1T2+3KdBhPrblX+aGwm8n/fiWR5e4zQGoYVXXrbYPYRubMBGyafsAwOTY9WKuXSzi1Ry0oBVztnEyE8PFqWhgQizsLkmH34676a9X39X7vxja10G0yrcF3f508O2ww3f3rmRxIghiVditts/lIeZs46QmhovT9gGAxrHrhr7djYdSac42q5FjyNTCZ0NUNDAZd/d+cWZm7qltgZtF0drLJ7Y8ttgCbrcDdtUtj69xmwUQxKqyW22fq5dYjRyDphY+o+0DAM1j1w9VOPEiIdz6C9NqpEPiFl7MS4KGsaC9Jhh8u6QWRyNwtxYF7I9veWwwGHi75Ws/ojEMk2J12a22D7f+wpQa6ZC4hRdtHwCYOnYB0YqcfbqgXBm9PPbw1i8HQxeWS33popEOws4PffvPMFxomLt675sXCrxdd9P9vdo2t5nQJLo39Sc2/2iphdpTt4XcLqvQ7zYTYFKsTrvV9rkxOva1vVuDoQvLpb500UgHQdsHAFqCXUh0r8keXVgUtr+/41vB8IXl8MHN98UjHISdF/rWn3tFQtNYqB0Mht0MuGDT/T0a4u42FRrgLzY/Os8CbeYCdsLlblMBGsLqtlttHwvb/3BgRzB8YTn86tub4xEOgrYPALQcu7Cs1gVm5ObI2E/2PBYMYVhsv7P96/GXLa6i0bf9hBGYEh/tvW95KOR2SwvXQ5qz/dHeLy38SO8XZ7jNhCa4u2/lbK3qbaG2NxVyu662zW0mQFPU2j6Vm2M/PbwnGMKw2H53YHv8ZQttHwBoK3aBWaELjdBK09z+qzyuPfS0O/JxRaNv+QkjMGW06nco8HZSC9enFmy6bxX31W49H+v9l1nxQmhbfrQuFHw7bK/bLIApkWz7aKVpbv9VHn97ojpNTtD2AYC2YxeZxXaxGdZF5/iVo/FQ4lAww2K4uPcz0Z7zu3W4PQzBhJagOdGhANxWNWR9030rF/Tef4fbDGgzuqXWX2x9dJFW/bbQO5wKwe3XAr/bFIApY3XfrbbP8JV4KHEomGEx/FJ/b7T30nkdbg9tHwDoDHbBmWMVzoCuPAwlL64aKn7h+nk/XOqU/WChKGgZC3q/tCgYhlvtpvsGNFSdlcW7jxZM0z21P771R6vt51AwGLdQvYfe0709wLSwOvBW24eh5IVVQ8UvjFyn7QMA3cMuPFooJJ67JBhKXixTQ8V77QcLf0BL0VzoeG50KBxP0wWb7utf0Hvfsvm9D8xxbwcZRKHbAvEqs10Lqa1ybwXQEqwuHNf2YSh5sUwNFaftAwDdxS5EiyqVykVdlBhKnn8ZKg6dRHOkQ0F5Sm66v3dB7/1LNf/bvTzkCK1cbsF7ZUvvv735R0wRgLYwru3DUPLcy1BxAMgsdkHScCrd7iAeSv6rA0/Su51DH9v9CEPFoaNornQwNDfogk33r7OfSz7W+0V6HQrEx7b8y9xPvP6jFZ/Y8qOBYIBuRHuuezmAtmB15K22T+Xm2NPHDtC7nUMfP7SboeIAkG3swqThVKt0oRLq3eae2/lQoxCSvdh2HLWyJsEFOkJ1DnU4SN/mpvuHzTV39d6/mHtdl4OPb31szsc3P7bMwnP/bWF6AvUc9xIAbcPqyvFtn+ErEffczocahZDsxabtAwCZxy5S8+xiFS8WIt44szUejhwKeNhdNergucNr3ZGqfZPLCr3QUTSXOhiqnf4e11o8jXtclxvdD/sTm3+01IL0pPfq1i3G3NMA2o7VnePaPtsunImHI4cCHnZXjTp4/uRhd6Ro+wBADrGL1jK7eMW3whipjEQMJ8+WK3Yuj4auX9DhibFjpW/k6SGEjqNh33FP9fhwHd/j+qO9X1roHgYwDgXpj295dEnwXt32O/cwgI5i9Wii7VOJGE6eLX94cGc0NHpdhyeGtg8A5Ba7eM2yi9i6+GpmMJy8+2qY+M5zb7ojElcyfSYLBkFXiedab7p/UOH6rt77mB8HTaF7det+2S50D2s1c/cngI5jVev4tg/DybuuhonvvHjOHRHaPgBQIOxitsAcN5z84a1fDgZBbI8avv/Ckefjxep0DOx4DJlL3SEC6CrMt4ZWoftmc+9syALpto+Gk39t79ZgEMT2qOH7fzh9JF6sTseAtg8AFBK7vs0wa0OqhHpWv7P968FgiK3xgVc/H9/jPIkdA90DlPmLAAAAbcTq2tvbPhfPRd8d2B4Mhtgal+x+Nb7HeRLaPgBQeHSRs4vdSnMovvIZWvGawN1aNUQ8ELDX2I+57lAAAABAB7C697a2j1a8JnC3Vg0RDwRs2j4AUC7sojfTXJ6sdA4M7YsX6QoFR2xMDcnX0Pwk9hnrW9zZ7qMHAACALmB18e1tn8tD8SJdoeCIjakh+Rqan4S2DwCUHrsIqtLRsCrdXiFGi6ateudfuS1Yg2o195/seSy9yNmwudL+l2FSAAAAGcLq5tvbPsNXoieOvMNtwRpUq7n/9PCe9CJntH0AANLYRXGGXRyXJisdod7Zx3Y/wq3BAmoFdw0PH62MuE8rrmS00McK+18qGQAAgAxjdXWw7aPe2ccP7ebWYAG1gruGh49WKu7Tou0DANAQdpFUpbPI7Imvno4rNy7HobLsc7k19/q5w2ujM9dOu0+min1e/eYS+19WbwYAAMgRVneH2z43b8ShsuxzuTX3+vmTh6Mz16+5T6YKbR8AgCliF04tHqJvemu3xxAKmQqbCp2hMFo0NYReQ+kPXzrkPoEq9rkMmvoGd477yAAAACDHWJ0ebvtYyFTYVOgMhdGiqSH0Gkp/+Ool9wlUoe0DANBidEG1C6tW7Bw3vGro+oVo88neOIgWJXgrWGu4/PqjL8bz1ZPY/mv+0WpzgftoAAAAoIBYtR9u+4xejzafPxkH0aIEbwVrDZdff+ZoPF89CW0fAIAOoQutucYcV/GIPAbviYK1sP3U3KN19r+LzRnuYwAAAICSMGHbJ4fBe6JgLWj7AAB0Gbv46tveJfUqHw0z1326NdT8yYFV8Rzvz238ZDDwtlst6Kb31wrhaw89Ha8SPlGwNpfaP7n3IwAAANSwtsHEbZ/r1+L7dGuo+VPvD8RzvD//1sZg4G23WtBN768Vwn974lC8SvhEwdqk7QMAkEXs4jxh5ePRSt0K4FpgTaFXK3grBCd94NXPBwNzWgX39HPlrw48Gb1w5Pn4fdTTXg/bTiqXEmPHfJ60468FXZYntd/1NqBuZZJ83jIzfk2TBWIAMowvq1aOKf8wZexYN9j2qcQBXAusKfRqBW+F4KRLdr8aDMxpFdzTz5VPHzsQ/eH0kfh91NNeD9tO2j4AAHnGLt6zTTU4dL9KzXNSw6RuJdRO7H01x0jvv9r+qQaRtovFPEqAHeeunYf2Pv68W2X/5LwD6DBW3ij/0FHsGNP2AQCA7qGLvV34F+nCbz/1raoqgqQNVUr2OH0rm35ur/1Jr6teClUq9CyUBDvWWjFWt2lZZfbZv+syUhmNdg/tjzac2hr9evCFcT4+8FT0d/2PTuoP9vzbbc9dd+zl+HUvjFx07xTGtk+3RlHjR3PgZrtdAIApYuWoifJ/I3r74tFo45m90W+Ovj7OHx9cH31r7+8m9Z8Gfn/bc39/8q34dS+M3j48Nwnlv5zYsabtAwAAANnHGhLJhvW427F4Tg9/EAff377/p+iJg2vjgPw/Nv9N9NHe+9vu3a9+OX4/BXeF8B3n90TvXb59bQBh26/bptDwBmgQKyeTlv8z1z+Mg+8zx7dFvzjcGwfkRdt+Fn1i64/a7qf6/jV+PwV3hfC3hgaj966cdVs2Hso/AAAAAHQNa4DOmKhhrV5qhdnV7z0XPfzWI8HwmxUffPP70U8PPB29cmZ7sPc71fCe5T4CgNJi5WCS8n8jDrO/PLI5+vrbvwmG36z40K5fRf/+3svRa+f2B3u/Kf8AAAAA0HaswXmHGp3mUNwKdeQpWE/mA9u+M1nw1kI7i9xHAlAa6pf//ATryfzyztWTBW/KPwAAAABMH2tbakEZzTcbjFuajoEP3ytEsJ7MZPBOorBhanElVoqFwmLnd7D87790shDBejKTwTsJ5R8AAAAAmsYajzOtEanbpIxbyEjzrDXHeXHf3wVDadHVnHKFbn3JkMQ+Jw2f1S2FmNMJucfO42D51zxrzXG+b8cvgqG06GpOuUK3vmRIQvkHAAAAgAlRQ9EajZqPWOPKjavRH0+8Uvie62bVlw1a2E1fPiSxz08r2N7hPlKA3GCnb6D8X4/+dGp34Xuum1VfNmhhN335kITyDwAAAAA1rH04J93A1lDpH77zRDBk4ni1orluT6YvJTz2eeoWL/PcRwyQWew8va38a6j0vxx4MRgycbxa0Vy3J9OXEh7KPwAAAECJsYbgXGsQrotbhg4FxrIODZ+uGlquofWpwK3htwvdRw6QGey8vK38KzCWdWj4dNXQcg2tTwVuyj8AAABAWbCG37xkA1urhq879nL02a1fCwZIbE4fuJOrltvn3W+yWjF0HTsdU+X/RvT7k29FX9j+82CAxOb0gTu5ajnlHwAAAKDAWHtPPVga0hhDwG6vd7/65eiJg2vTgVv35V3gDglAx7DTL1X+Cdjt9FN9/xr94nBvOnBT/gEAAACKgrXvtIrwimpTr7rAmXpc1fMaCojYWhW4Hx94atzCaXY8euzHLHeIANqGnWep8n897nFVz2soIGJrVeD+8cH14xZOo/wDAAAA5BxrzC20Rt2puHVnqAebgN091cN9+cbVMR0LOy7D9mOZO1QALcfOr3HlXz3YBOzuqR7uKzeuU/4BAAAA8oo14HSrHvWaxOjez9yiKxtqqL5WdffYcRowuSUQtAw7rcaVf937mVt0ZUMN1deq7h7KPwAAAEAOsHbbDHN5pVKJl77VMPGfHng6GPiwu35n94+jo1drnY1qcOsWSzPdoQRoGjt/UuX/evTv770cDHzYXb/3znPRsWvndZhiKP8AAAAAGUW9IuodqTbbqrfqYqGzbKv525ovr4XphB2/Ifux2B1SgIZJl3/dqouFzrKt5m9rvrwWphOUfwAAAICMYY2zZXFLzVAvKcPE8+UD274T7Ti/xx3BWu/WDHd4ASbEzpVa+VcvKcPE8+WXd66O3hoadEeQ8g8AAADQdawxNssaZbVb9qh3NBTkMB9qdfLEYmnqnZzrDjXAbdj5Ma78q3c0FOQwH2p18sRiaZR/AAAAgG5gDbEFlbHKaTXKdK/mv+t/NBjeMF+qd/u9y0d1WCPNtbXjvMQdcoAa48r/6JXoW3t/FwxvmC/Vu/3elbOUfwAAAIBuYI2v2n1xNeSYW3YVS83d/uOJV9wRjnu31tgPFkqCmGT515BjbtlVLDV3+0+ndrsjTPkHAAAAaDvW2NJte/ri1pex+r3ngkENi+EP9vxbcij5oMltgEqMnQbjyv8vj2wOBjUshv808PvkUHLKPwAAAEA7sEbWgkqlclGNrtPDH7DgWUlc3Pd38X3QhbttE6sSl5Bk+T9z/UMWPCuJ9+34RXwfdEH5BwAAAGgx1she5BpZ0evndjJUvGRqKPlv3/+TDr9nuTs1oAQky3/f+YMMFS+ZGkr+zPFtccF3UP4BAAAApos1qhZX21ZRtO7Yy8EghuVQq5J7LHytcqcIFBg71LXy//uTbwWDGJZDrUruofwDAAAATANrTy2vNquYj41Vv7P7x9FIZdTP29QiSdxvt6DYsa2Vf+Zjo/zeO89Z+b9B+QcAAACYKuqxUGNKqCczFLqwnOpWbolF0nrsB43tgpEs/+rJDIUuLKe6lVtikTTKPwAAAEAjqNHkeirUcxn3YIbCFpbbB9/8fnz/dGHnS7/94PY/BcCOY6L834h7MENhC8vtQ7t+Fd8/XVD+AQAAACZBjSXXQxH3WLKyOE6kViTXCvTCzpsB+zHbnUqQQ+z41cq/eixZWRwnUiuSawV6QfkHAAAAqIM1ktSTFTey1VOpHstQuEJMqhXo37t8VKeNGtuD9oOerRxix+1W+R+9EvdYhsIVYlKtQP/elbM6bSj/AAAAACGskRQPF1UPpXoqQ6EKMWQqbDOMNIf48q8eSvVUhkIVYshU2Kb8AwAAAHiscRQvfKTh4vRk41RU2D569ZROIzW2WSApR/jyr+Hi9GTjVFTYPnbtvE4jyj8AAACAsAZRfAsfLXzGnGycjqk52+vcKQYZxg6VK/83IuZk43RMzdmm/AMAAEB5scbQkrhVZLC6OLZCjYhI3PprtTvVIIMkyz+ri2Mr1IiIxK2/KP8AAABQPqwRtChuYRvcJxtbqUZGjFRG48a2sdydcpAhkuWf+2RjK9XIiJHKDco/AAAAlA9rZC+oVCrX1Qpa/d5zwbCEOB01QmLkZjVsq+fUnXqQAZLl/5dHNgfDEuJ01AgJH7Yp/wAAAFAKrN0z2xrZF9UA+u37fwqGJMRWqJESCea5UxC6iB2HWvl/5vi2YEhCbIUaKZGA8g8AAADFxRo7uldun1o9r5/bGQxHiK3014Mv6HRTr5aWJJ/lTkXoAvb518p/3/mDwXCE2Ep/c/R1nW6UfwAAACg21thZqUaPVobW7ZhCwQix1e4e2q/TTo3tXncqQhfw5V8rQ+t2TKFghNhq375Yu8c+5R8AAACKh7VzFqqxo0WquI0XdtLPbv1adGEkHq0sWBypC9jn7sr/jTFu44Wd9Avbfx5dGL2i009Q/gEAAKA4WONmVmWsclqtnCcOrg2GIcR2+nf9j+r08zBfs4PY510r/7843BsMQ4jt9Ft7f6fTz0P5BwAAgGKgIXtq3TAvG7sp87W7gy//zMvGbsp8bQAAACgU1qBZrsYN87IxCzJfu7PYRx2Xf+ZlYxZkvjYAAAAUAmvPzItbNYaG7oaCD2InZb5257DPt1b+NXQ3FHwQOynztQEAACD3WCNGt/IZVGtGQ3ZDoQexG/r52pVK5br9mOtOWWgh9rnWyr+G7IZCD2I39PO1Kf8AAACQS6yRvUKNmfcuHw2GHcRuuu7Yyzo9GULaJmrl/8rZYNhB7Ka/P/kW5R8AAADyh7Vf5lTG4t6CiFt5YRbVegF+CLk1the5UxdagH2ktfLPrbwwi2q9AD+EnPIPAAAAuUG9BGrA/PHEK8GQg5gFHx94yje0tQrxTHf6wjTx5f9Pp3YHQw5iFvzxwfU6TSn/AAAAkA/UO6DGi3oLtfBUKOAgZsWBD9/T6arG9kp3CsM0qJX/0SvxwlOhgIOYFfdfOkn5BwAAgOxj7ZWZrncg7i0MBRvELPngm9/X6ephYaRpYJ9frfyrtzAUbBCz5EO7fqXT1UP5BwAAgGyiXgG1VtRLGAo1iFk0sTBanzuVYQr48q9ewlCoQcyiiYXRKP8AAACQPaydMjdurRjqJQwFGsQsmlwYzVjsTmloAvvcauVfvYShQIOYRZMLoxmUfwAAAMgWY2Nj/WqlqHcwFGYQs2xqYbQZ7rSGBvHlX72DoTCDmGVTC6NR/gEAACAbWMNkoRop6hW8+9UvB4MMYtbVPd+FNbaXulMbGsA+smr5H70SfarvX4NBBjHr6p7vgvIPAAAAmcEaJuvUQHni4NpggEHMgz/Y82++oU2vVhP48v+Lw73BAIOYB/9p4Pc6jSn/AAAAkA2sQRLPzRypjNKbjbmXXu3msI/Klf8b9GZj7qVXGwAAADKD781ibjYWQXq1m8OXf+ZmYxGkVxsAAAAygTVEar3Zn936tWBwQcybvlfbYAXiCbDPp9ab/YXtPw8GF8S86Xu1Dco/AAAAdAd6s7GIJnq1+92pDgHozcYimujVpvwDAABA57F2CL3ZWFiPXtXI0ZiF7pSHBPa50JuNhfXYtfM6vQXlHwAAADoLvdlYZLWCvqBXKwy92VhktYI+5R8AAAA6jrU/ZqkRQm82FlWtoK/7wjvmuVMfDPs8XPmnNxuLqVbQ133hHZR/AAAA6AxjY2NL1fp45cz2YEhBLIK/ff9PcSvbzvfV7tQHw5f/187tD4YUxCL4zPFtlH8AAADoLBpOpwbId3b/OBhQEIvgA9u+4xvaw/aDW/04fPn/3jvPBQMKYhH88s7VOs0p/wAAANAZrMERL4KkYbWhcIJYJAc+fE+nu+BWP4Z9DtXyP3olGE4Qi+T+Syd1ugvKPwAAALSXsbGxFWp1sAgalsHEomg9rgiUGl/+WQQNy2BiUTTKPwAAALQXa3DE9z168M3vB4MJYpHUYn9a9M8xyxWD0uLL/0O7fhUMJohFUov9adE/R+nLPwAAALQJa2QvUGvjvctHg6EEsYi+fm5n3Mo2lrmiUEpq5f/K2WAoQSyifecPxoXfKHX5BwAAgDZiDe01am2sfu+5YCBBLKI/fOeJuJVt5/+AKwqlxJf/Xx7ZHAwkiEX0Xw68SPkHAACA9mHtjBnW0NDqq9w7G0ul7ql95cZVnfpirisSpcL2u1b+uXc2lkndU/vKjes69UUpyz8AAAC0EWtgLFYrY8f5PcEwglhk/3jiFZ3+6tVa4YpEqbBdj8v/W0ODwTCCWGT/dGq3Tv/Sln8AAABoI9bAiG8qqlWYQ0EEscj+Xf+jvqHd74pEqfDlX6swh4IIYpH91t7flbr8AwAAQBuxBsagGhqsNo5lVMPHE6uPz3TFojT48s9q41hGNXw8sfp46co/AAAAtAlrWMxW60LzVEMhBLEM7h7ar2IgFrqiUQpsf135vx4MIYhl8O2LR1UMRKnKPwAAALQRa1jE8zN1m6NQAEEsg78efEHFQMNHV7qiUQpsl+Pyr9schQIIYhn8zdHXVQxKV/4BAACgjVjDgvnZWHrLOk/bl3/mZ2OZZZ42AAAAtBxrWDA/G0tvWedp+/LP/Gwss8zTBgAAgJZiDQrmZyM6yzZP2/aT+dmITuZpAwAAQMuwBgXzsxGdZZunbbvK/GxEJ/O0AQAAoGVYg4L52YjOss3T9uWf+dmIzNMGAACAFmINigE1LJifjVidp335xtWxuLVdgnmavvwzPxuxOk/7yo3rpSn/AAAA0CasITFDrQktABUKHXnzlTPb4335Qt83g3/Pm1/d8YPo+s2R6KWTm4N/b5Wtfp8f7Pk3nVbRfxz6bfDvWXfgw/fi7TfmuqJSSGz/XPm/EQwdiGV0/6WTKhai0OUfAAAA2ogaEmpNvHf5aDBwdFof0NKcGj4X3bv5b4LP8eq5N8cq0fK3fxr8ex4laHdHfWEjxsbGFrmiUkhsF6vl/8rZYOBALKOvnasuiFj08g8AAABtxNoSC9WgULAIBY5OGwpoPgROFLbvee3B6OLopdwGu3oStLvj6veei7ffGtorXFEpJLaLcflXsAgFDsQy+ssjm1UsCl/+AQAAoI1YW2KZGhS/ff9PwcDRaesFtF8P/j74+6JL0O6Ofvutob3GFZVCYrsYl/9njm8LBg7EMvpPA9X6pujlHwAAANqIGhJqUPzwnSeCgaPTNhO09bvQUPF6r+GHA4vQPG7fK+7Ze/Fg7XfJANrs+6ZfV4QCaOj96wVg/16eZobMN/M+jW572nqfxXS2u5M+sO078fZZ+Sj0ysO+/P/LgReDgQOxjH55Z7wQf+HLPwAAALQRa0j0qUGRlRXHJwrJ6VDWTOBNL5KmYHnkyvHaUHQfKJPD0/Wc8yMXbwugzbyvD7AKs/53oS8N6r2/J/n++n3y9fxzG1kErpn3aXTbQ9Y7BlPd7k6rlceFlY9hV1QKiS//rDiOeEutPF6G8g8AAABtxBoSQ2pQKFiEAkenbTSsykYDrw906ecnVQgMvZYPoVMN2np+em75J15dEu3/8PBtYbfR9w8Zeu+QzbxPo9sestHtafRx3fDo1VPxthmzXXEpHL78K1iEAgdiWT127Xxc+I3Cln8AAABoE9aAmKVWxIWRi8Gg0Q198AqRDmONBl4fDkOPTf49FB5DQ6pbEfAVYn1PbrPvH9K/90SPa+Z9Gt329N+86c+ino1sd7d8/dzOeNssjC5wRaZQ2K5Vy//olWDQQCyzfecPqngUtvwDAABAG7E2xDw1JHac3xMMGt2wXkAL9bg207Psg6RIP2eiUDmdoJ18zxA+rDb7/iEbCazNvE+j255+HW+945i2ke3ullogUFhDe6krMoXCdi0u/28NDQaDBmKZ1QKBoqjlHwAAANqItSEWqyGx7tjLwaDRDesFNN8bmwx4zQRtr57j8YGz3UE79LpJ/fs306Od3I8kjQTtRt6n0W2vZ71jMJXt7pY/PfB0vG3W0F7likyhsF2Ly//vT74VDBqIZfbf33tZxaOw5R8AAADaiL6pV0Pi14MvBINGN5woJKtXOxlwpxK0vcnX6sbQ8aTNvL9/bPr9/XtPFFhbNXS8EdOfxXS2u1s+PvBUvG1WTla7IlMofPn/zdHXg0EDscz++OD6Qpd/AAAAaCPWhliuhkQegrYPaske7dBj/ePSv0+bDsvpEO8NDVlv9H1D21zPRt+/XgBuNLA2+j7NbHvI9Gc03e3uhkUP2rZrcfknaLdefabiycFXgn9P6h/78pk9wb9nSX9/6Ub2K+8StAEAAGDKWANihRoSChShoNENQyFW+iHHyUAWGgrtA6Pwr6He2g9HL9cCY+h5oaHSydeayvtK/7rpXmTtT/K96r1/+vZioQDsnysmC6yNvk/ysZNte8j0cZzudnfDv+t/NN42Kye9rsgUCl/+FShCQaOILt31dHS9ciM+ru0Mi1kM2ve+8RO7bl2L3vnwePDvjVimoP2tvb+L97Wo5R8AAADaiL6pV0Mii0E7TagXVibDmlBg879LBl4f1D3p8DjZa6WDYKPvK30wTxIKqqHX9M9Nvn/69RRe/9f2/33b4+rZ6PvIRrc9begLk+lud6ctQdCOy3+ZgrZC7bnrl6L3r34wrcA5mc0E7U5J0G5OgjYAAABMGd/QVigKBQ28FUqzGASxvT745vd9Q7vfFZlC4cu/wlMoaBRNHzTVc6wgrC/v/mFgXfCx05WgnX8f2vWreF+LWv4BAACgjeibejUk1HMXChpI0C6zi/v+zje0B12RKRS+/KvnLhQ0imYyJPr/Dw3X1t98CPeBWYxUbkRf2vEf8WPq/d6bDNrJx4bCfb3w6oNxkvRj9Nr+NV87t9896vZtSv4tSXL//XZ4mtnWInrfjl/E+1rU8g8AAABthKA9uQTt8krQLpYKmz6A+hB7evhi9D+3/du4xyUDpw+i/vF6/tsXj9Z6he95/cfRgcunbgu2yXCd7EHWNqQDbCi8+rnkyecmw3v6d8Jva71tmqhHW9uV/H1yf5OvQdAGAAAAaABrQAyoIaFAEQoaSNAus3e/+uW4oS1ckSkUvvwrUISCRpEMhcxQ6JU+TKYDqQ+16d+Hwqd/bDrIh7Yj9HxtW/q5PkAnf+/fJ90zH3rNiYJ2yNBrhH5XVD/V96/xvgpXZAAAAAAaQ9/UqxFB0EYM63FFplD48l+GoD1RaGwkpDby++TrhHqfZai3Of26k/U8J59b7318j3hym6YatJOvUe8zKKoeV2QAAAAAGsMa2qfUiCBoI4b1uCJTKHz5L3rQ9uE23Xvtw2i653iyQF3v940EbZkOy+nXTd6CLARBu3N6XJEBAAAAaAx6tBEn1uOKTKEoS492vUDtA7hIBsfJAnW937c6aDcSiFsZtP1rpSFoE7QBAACgSQjaiBPrcUWmUJQlaNcLkEmS4bOdQTs0zzr9us30PLciaNfr8Q/tV73PoKh6XJEBAAAAaAxraMerDj/81iPBkIFYZj+79WtxI9vKySlXZAqFL/9ff/s3wZBRBENzopP68DlRD7N3st+HgnY61IZ6q9OvO9k2J21F0K73+9B+1fsMiugXtv883teiln8AAABoI76hze29uuMP9vxb3JD7j0O/Df69k/56sNqAZnX1W2qkh7Bywu29cmojw7A1lFv48DhZoK73+3TQVg/xmesf1t57sp7j5Ov67U4Pd9frJvelmaBdL8CHfu+fL8oatDXSQxS1/AMAAEAbsQbEGjUkvrP7x8Ggge2VoJ1tH9j2nfgzsXIy4IpMofDl/3vvPBcMGkVQITp0C6+k6TDeqqDtg6sP8iLUS13vdX1Pc5L0FwbNBG2Zfk3/vPTvtZ1f6f/P+HdlDdpf3rk63teiln8AAABoI9aAiFsSjw88FQwa2F6zFLTxdjXSQ1g56XVFplD48v/jg+uDQQOxzGqkR5HLPwAAALQRa0CsVEOCoN0dCdrZtgRBOy7/BG3E2yVoAwAAwJSxNsRyNSRWv/dcMGgUyXteezC6OHpJu1sjGXB96N178eC454XC8CdeXRLt//Bw/HtPesj1ZO8n6wXtRp6rod4aErv87Z9Gr5zZ7h6lIZ+j0Rf6vjnusXKyba63Lf73Hv+eyccU1R++80S8z9bQXueKTKGwXYvL/y+PbA4GDcQy+y8HXlTxKGz5BwAAgDZibYi4of3rwReCQaMofnXHD6LrN0fGhWg/JzkZLBVYk0HSB95Tw+eiezf/zYS/++D6UO15jb5fKNw2+lz/O+EDsw/T6bDdyDaHtkWfR3I7/OvUC/NFUyM9hDW0V7siUyhs1+Lyr3m+oaCBWGY10kMUtfwDAABAG7E2xGI1JH77/p+CQaMoKjAmQ6b0oTT5ex9y/e/Swdu/1mS9uo2+X71w28hzfdBO96TXe83Jtjn0vJCNPq4IliBox+X/mePbgkEDscwStAEAAGDKWBtioRoSr5/bGQwaRdD3wqaHhEsF0HTvrA+wJ66diX8mg2wo8KZt5v3SobWZ54Z6uaX/siDdyz3RNstmg3Y64BdRTalwLHNFplDYfsXlv+/8wWDQQCyzmlLhKGT5BwAAgDZiDYg5akW8d/loMGgUQR8865EO2j6Yhv42URD2NvN+6XDbzHMbDdqNbLMkaN+uvtwQY2Nji1yRKRS2a9Xyf+VsMGgglll/W7ailn8AAABoM2pIKMCFgkYR9MFzsqDp9cFUpIdbNxO0G3m/ekG7ked2Kmj790lThqCtL6Acc11xKRzaOd0zORQ0EMusvoByFLb8AwAAQBsZGxsbUEvigW3fCYaNvNto0PT6+cxPvffsbaHXv9ZUh46nTYfbZp7bbNBudui479lPf9lQph7tKzeuxvtqzHDFpXD48v/lnauDYQOxrF65cT0u/EZhyz8AAAC0EWtor1NLQgEqFDbyrg+M6WHgIdMh1Q8dToZZH8TrLSzWzPvVC7eNPLfRoC0n22bZaOgvS9D+7Navxftp5WPQFZVC4sv/Pw38Phg2EMvoF7b/vBTlHwAAANqINSRWqEHxxMG1wcBRBH34TPfqKqz6IBkKuT5sJn8Xei3/XB9SG3k/mQ63stHnNhO0G9nmRkK/fx1R9KD9nd0/jvfTykePKyqFxJf/XxzuDQYOxDL6vXeqCyEWvfwDAABAG7G2RHyLnz+eeCUYOIqiD81JGgmu/vfJYBl6rXTwnOz9ZChoy0ae20zQlpNtc2hb0s9R6P5f2/93/LuiB2198SSsob3SFZVCYrsYl/8/ndodDByIZVRfPImil38AAABoI9aQuEMNioEP3wsGDsQyqi+eXEN7iSsqhcSX//2XTgYDB2IZ1RdPZSj/AAAA0EasLTFTDQot/BQKHIhldMf5PSoWYp4rKoXE9s+V/+vBwIFYRt8aGlSxEIUu/wAAANBmxsbGTqlFoQWgQqEDsWxeGLkYt7KNWa6YFBZf/rUAVCh0IJbNC6NX4sJvFL78AwAAQBuxhnY8IU3zdEOhA7FMLu77u7iFbeWiFCsO+/LPyuOIP4ru2/GLUpV/AAAAaCPWpliuhsW6Yy8HgwdimXx84CkVBzW0V7siUmhsV+Py//uTbwWDB2KZ/PHB9SoOpSn/AAAA0EasTTFPDYv3Lh8NBg/EMrnh1FYVB7HYFZFCY/tZLf9XzgaDB2KZ3Hhmr4qDKEX5BwAAgDZiDYoZY2Njw2pZ/I/EvZsRy+jp4Q9UFMRsV0QKje1nrfwv2vazYPhALItnrn+ooiBKUf4BAACgzVhDm3naWHrLNj/b48s/87SxzDI/GwAAAFqOtS2Yp42lt2zzsz22y8zTxtLL/GwAAABoOda2YJ72/9/evYRWde1xHO8wQ4cdZtihww4dOmuhHYQOSkAoilAtLXgpQrXQVixUS58iNNQWWysiFqulFmIrGqJGjQ+SEFJrtMZH81BPzOM059z/b2Xt485xGRNzzsl+fD/wI17u7bWes/7w/7vWXpvkPnl7Pjtif16e0ya5D89nAwCAmrPGgue0Se6Tt+ezI/bn5TltkvvwfDYAAKgLa7R5TpvkNnl9PjsS1T/PaZM8huezAQBA3ViP4Z7T/OWf48FBhJAsZ1f/j1r+uX0+0/7orv6PDHUHBxFCspzdf7m/Z+L5bAAAUHvWY7ygRqNQHC+/9Me64DBCSFYzOD6k5a9Gu8WXRK7YH93X/2T5lY5Pg8MIIVnN9YfDWv65rX8AAFBn1mR0qNnYdmVXcBghJIt5q+vDqMketR9NvhxyJ6r/7X2Hg8MIIVnMOxf3atnnvv4BAEAdWaOxVg3HqbvnggMJIVmMXmsntv6/8qWQS1H9dwz3BwcSQrIYvdaO+gcAAHVlvcYKazYmpmamy6+dfDs4lBCSpegxiZGpsajRftGXQi49qv9i+fXTXweHEkKyFD0mMTJdoP4BAED9WbPxg5oOXQ4VGkwIyVJ0y75vsnt8CeRaVP+6HCo0mBCSpeiWfeofAAA0hDUcq9V49NwbCA4mhGQpx2+fdo222eJLINei+u+9fzM4mBCSpfx5t9cVv6H+AQBAfVnD0WTNtruC+Y3OzcHhhJAs5NUTb5b1mITX7Esg1+xzqNT/unNtweGEkCykpfNzq/+ilrpQ/wAAoP6s0d6hzmPftSPBAYWQLOSzvu9ch23rvd0vfZio/vff6AwOKIRkIV8OVC5BpP4BAEBjWO+xUg2ILonindokq+kerRwbbfVLH8Y+j9n6ny7wTm2S2VwcG9QyF+ofAAA0TqlUOq8OhEvRSBaz/sxW12HbOtcxad6dWyWqfy5FI1nMhgt7tLypfwAA0HjWfLysRoRdbZLF6F3x3v/8kkeMfS6z9c+uNslg9K54j/oHAACNx642yWJiu9kT9uN5v9xRhV1tksXEdrOpfwAAsDysCXG7WgMPBoMDCyFpTLSbbY32Dr/UEWAf0Wz9F+4EBxZC0phoN5v6BwAAy8qakatqSt6/9EVwaCEkTWE3e3Gi+v+g51BwaCEkTWE3GwAAJIY1JBvVmLCrTbIQdrMXp1L/7GqTDITdbAAAkBjWkzRZU6KbWdnVJqlOa8cmLWN2sxbBPqdK/bOrTdKcNWd3axlT/wAAIDmsMWFXm6Q+B68f0zJWo93mlzYWoFL/7GqTFOfQzS7qHwAAJIv1Juxqk1RHz2ZP/Tdd0ho2K/3SxgLY58WuNkl19Gz21EyR+gcAAMljjfZadSi8V5ukMd2jva7DtnX8lV/SWIRK/fNebZLCXBwbpP4BAEByWZPi3qurI7ihYYaQJGbblV1Rk61dWZ7NfEZR/esIbmiYISSJ2d53WMuW+gcAAMllTcpK17EYHcUNDTWEJCk6fTEyOeaOjFqjvdYvZTwD+wgr9a+juKGhhpAkRacvRqYK1D8AAEg+a1Z2qGnpuTcQHGwISVJiF6B1+CWMJYjqv/f+zeBgQ0iSErsAjfoHAADJZj1L5WKkz/q+Cw43hCQhOnURwwVINWCfY6X+vxw4FhxuCElCdOoihvoHAADJZ412izoXXYz22sm3g0MOIcsdnboQ7cL6pYsaqNT/dKH8+umvg0MOIcsdnbqg/gEAQOpY83JUTcxvQyeDQw4hy5lPer6Jmmztvjb5ZYsaier/99uXg0MOIcuZnf2/anlS/wAAIH2seWm2JmZCzcym8x8Hhx1CliM6ZRG7AK3FL1nUULz+3738U3DYIWQ5olMWsQvQqH8AAJA+1sdsUTPDEXKSpMTemX3UL1XUgX3Es/XPEXKSoMTemU39AwCA9LJmpl1NjYab0NBDSCPz/dWfoyabd+Y2QFT/Gm5CQw8hjczewVNajtQ/AABIPzUzvqlxQ05o+CGkEdEjDDGr/BJFHdnnXKl/DTmh4YeQRkSPMMRQ/wAAIP3U1KizmfpvuvRW14fBIYiQeib+XLbZ4pcmGsA+79n6nymW3rm4NzgEEVLPxJ/LNtQ/AADIDjU36nBuTfxbfvXEm8FhiJB6JfZcdrtfkmgg++hd/d+evFdu6fw8OAwRUq/Ensum/gEAQPZYk9OhZufU3XPBYYiQeoTnspMhqv+O4f7gMERIPcJz2QAAIPOsyWmemZkZU9Ozq//H4FBESC3Dc9nJYZ9/pf53/9UeHIoIqWV4LhsAAOSGNTsvq+OZmpkube7eGRyOCKlF3ujcXH5QHOe5zASx78HXf7H03pUDweGIkFpk3bm2cqE4Sf0DAID8UNOjzkfD9vozW4NDEiFLSWvHpvKth3ddk13ifbmJ8qj+i6UNF/YEhyRClpI1Z3eXb03MXn5I/QMAgFyx5qdNTZB2HLXzGBqWCHmW6LK9gQePLj+yH01+2SEhovrXjqN2HkPDEiHPEl22N1C4o+VF/QMAgHyyJuigmiHdRK4dyNDQRMhi8tIf68o99wa0rNRkn7cfK/xyQ8JE9a+byLUDGRqaCFlMXun4tNx7/6aWFfUPAADyy5qgJr/jUB4cH+K1X2RJ0ZB9dviSlpOa7Kv2gxuGE8y+n0r9X384zGu/yJKiIbtrVGVP/QMAAKjZXuF3HtxxXw1LoSGKkKflt6GTWkZqskftR7NfYkgw+54e1X/hjhuWQkMUIU/L77cvaxlR/wAAABFrip73OxBuR5Jhmyw2+64d0fKJmuyVfmkhBez7qtS/diQZtslis/9Gp5YP9Q8AAFDNmqNma5KG1CwxbJPFJDZkT1hW+yWFFLGvr1L/DNtkMYkN2dQ/AABAiPVKK61R0o6Eu9CKZ7bJ0xI7Lk6TnXL2NVbqXxda8cw2eVpix8WpfwAAgPlYz6SdLXeMVM9scxs5CaXq4rNRmuxssK/zUf0X7nAbOQmm6uIz6h8AAGAhrHdSs+0uSOLVX6Q6OukQe4UXz2RmjH2flfrn1V+kOjrpEHuFF/UPAACwGNY86TbiDjVTD4rjpfVntgaHLpKv6C9ddNJBbH1oS4vbhTPIvtdK/ReKk6UNF/YEhy6Sr+gvXXTSQah/AACAZ2RNlN6ze1RNlYbtzd07g8MXyUfe6NzsTjiIrQvtePKe3Ayz77dS/xq237tyIDh8kXxk3bk2d8JBqH8AAIAasKaqTc3V1Mx06ZOeb4JDGMl2Np3/2P1li2+ytdO5wi8PZNyj+i+Wdvb/GhzCSLbz7uWf3F+2UP8AAAA1Zs3VR2qyRDdN8/qv/OT7qz/7b9412drhbPLLAjkRr3/dNM3rv/KTvYOn/DdP/QMAANSFNVit1mhNqOEaHB9yR4lDgxnJRl47+Xa5e7RXX3dki18KyCH7/iv1f/3hsDtKHBrMSDby+umvyxfHZu9j8Kh/AACAerFm6wVrtnvUdXGUPLvRUfGRybHoqOiQ/VjllwByzNZBrP45Sp7V6Kj4yFSB+gcAAGgka7p0SZJ7blM4Sp6tVB0Vb7cfXHqEClsPc+qfo+TZStVRceofAACg0awJa5mZmRlTQ8ZR8vSHo+JYjHj9c5Q8/eGoOAAAQIJYM6ajpHrViztK3jZwgN3tFGbblV0cFcei2TqJ1X+x9O3fJ9jdTmG29x3mqDgAAEDSWFOmo6RfqUkT7W7zzu10RKcQ4rvY9j3qVmGOimLBbL3MqX/tbvPO7XREpxDiu9jUPwAAQAJZg7bKGjV3UZKcunvOHUcODXhkeaNTB/uuHfHfVGUXq9V/lcCi2fqZU/8dw/3uOHJowCPLG5062H+j039T1D8AAEAqWMP2P2vc3GuApmamyxwnT1bev/RFeWTKPVrr2Hel3cgV/usDlsTWUqz+i2WOkycrH/QcKo9MF/T1ONQ/AABAiljj9rw1cAddJ2c4Tr780THxs8OX/DfiGuwOy4v+KwNqxpbXnPrnOPnyR8fEu0av+m+E+gcAAEg1a+RWW+YcJ19/ZmtwECT1iY7vH7x+zF1Wp+/Avo9Ry0b/FQF1U13/Ok6+4cKe4CBI6hMd3z90s8tdVqfvgPoHAADICOvtmiyV46SindVN5z8ODoakNmnt2OTecR5n34Hef8xlR2gYW2+P1b92Vt+9/FNwMCS1yZqzu907zuOofwAAgAxSg2eN3g7LqOv6jG68ZuCubXREPDBg/2A/VvqvAmg4W3+P1b9uvGbgrm10RDwwYFP/AAAAWWcN3wrLlnjD3XNvwF3SFRocycKiI/k6mh9nn7F2sJr9Rw8sO1uPj9V/7/2b7pKu0OBIFhYdydfR/DjqHwAAIIesAVTDrSOlerWMo0vTPuv7jteCLTC6zf2Tnm+qLzmbsOywX3JEFIll6/Ox+telaV8OHOO1YAuMbnPf2f9r9SVn1D8AAABcw91kjeHGeMMt2p3ddmUXrwYLRDe463i4Xp8Wsc9Plxx9ZL+kwUZq2HoN1r92Z7f3HebVYIHoBncdD9fr0yLUPwAAAIKsQVTD3WI56jpHr1Acd0Nl3p/l1rPX+64dKd+a+Nd/MrPs8zpvWWu/5F24SC1bv0+o/0k3VOb9WW49e73/Rmf59uQ9/8nMov4BAACwYNY06uIk7XJVXg0kGjI1bGroDA2jWYuO0Oso/cCDQf8JzLLP5apFu1cv+I8MyAxb18H615CpYVNDZ2gYzVp0hF5H6QcKd/wnMIv6BwAAwJKpmbSmUrcVzzlaOjI1Vj5++7QbRLMyeGuw1nH5X/457p5Xj7M/v569bLOs9h8NkHm29MP1P10o/3m31w2iWRm8NVjruPyRoW73vHoc9Q8AAIC6UZNp+cEydwo1aRy85xusxf6ceu7yoP2y1dLkPwYgl+at/xQO3vMN1kL9AwAAoOGs8dRO19onNd46Zq73dOuo+a7+H90z3q+eeDM48NY7utBNv79uCP/+6s/ulvD5BmvLRvuPvPcWeAKrj3nrX8fM9Z5uHTXf/Ve7e8a7pfPz4MBb7+hCN/3+uiF87+Apd0v4fIO1hfoHAABAMlhjOm/jHdFN3RrAdcGahl7d4K0hOJ7Wjk3Bgbk6Gtyr/1mlbeBA+eD1Y+730U77k9i/J401UANWPwus/6IbwHXBmoZe3eCtITieNWd3Bwfm6mhwr/5nlW//PlE+dLPL/T7aaX8S+/ek/gEAAJAu1rg2W1ZZ9K5ePePZbnliA15P9vvq+Ur9/m32H7dY9O/FRUZAnVh9Uf8AAABAI6nRtaa3RU2v/dSOkprgeBbUkNv/TjtS1f9su/1X+v/VK3fUUPPaHSBBVJdWn9Q/AGTSc8/9H9JcvZLvwi5kAAAAAElFTkSuQmCC" 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   <pubDate>Wed, 31 Jan 2024 10:31:33 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Los enfoques transversales en el nivel inicial</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/7b57ebde5-1.jpg&quot;  width=&quot;480&quot;  height=&quot;280&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;Los enfoques transversales en el nivel inicial, son la concreci&amp;oacute;n observable de valores y actitudes.&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Los enfoques transversales son la concreci&amp;oacute;n observable de los valores y actitudes que se espera que docentes, estudiantes, directivos, personal administrativo y de servicio lleguen a demostrar en la din&amp;aacute;mica diaria de la Instituci&amp;oacute;n Educativa, y que se extienda a los distintos espacios personales y sociales en que se desenvuelven.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Estos enfoques permiten propiciar las condiciones para la construcci&amp;oacute;n de posiciones &amp;eacute;ticas y orientar el sentido del ejercicio ciudadano de los actores educativos, donde los valores y actitudes adquieren su sentido m&amp;aacute;s integral. Asimismo, sirven como marco te&amp;oacute;rico y metodol&amp;oacute;gico que orientan el proceso educativo. &amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-bidi-font-family: &apos;Times New Roman&apos;; mso-bidi-theme-font: minor-bidi; mso-ansi-language: ES-PE; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;&quot;&amp;gt;Los enfoques transversales son los siguientes:&amp;lt;/span&amp;gt;&amp;lt;img style=&quot;font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 14px;&quot; 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   <guid>https://prexas.com/los-enfoques-transversales-en-el-nivel-inicial_7b57ebde5.html</guid>
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   <title>Los principios que orientan la educación inicial.</title>
   <link>https://prexas.com/los-principios-que-orientan-la-educacion-inicial_60a17f1f5.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/60a17f1f5-1.jpg"  width="480"  height="334"  /></p><p>Los principio que orientan la educaci&oacute;n inicial son: El principio de respeto, seguridad, buen estado de salud, de autonom&iacute;a, de movimiento, de comunicaci&oacute;n y de juego libre.</p>
<table class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 12.65pt;">
<td style="width: 463.6pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 12.65pt;" colspan="2" valign="top" width="618">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: center; line-height: normal;" align="center"><strong><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">PRINCIPIOS QUE ORIENTAN LA EDUCACI&Oacute;N INICIAL</span></strong></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; height: 63.25pt;">
<td style="width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;" width="110">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Principio de respeto:</span></strong></p>
</td>
<td style="width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;" valign="top" width="508">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Considera la importancia de crear condiciones que respeten los</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">procesos y necesidades vitales que nuestros ni&ntilde;os y ni&ntilde;as requieren para desarrollarse</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">plenamente. Respetar al ni&ntilde;o como sujeto implica reconocer sus derechos, valorar su</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">forma de ser y hacer en el mundo, lo que supone considerar su ritmo, nivel madurativo,</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">caracter&iacute;sticas particulares y culturales, que hacen de &eacute;l un ser &uacute;nico y especial.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2; height: 88.55pt;">
<td style="width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 88.55pt;" width="110">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Principio de seguridad:</span></strong></p>
</td>
<td style="width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 88.55pt;" valign="top" width="508">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Constituye la base para el desarrollo de una personalidad</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">estable y armoniosa en el ni&ntilde;o, la cual se construye a trav&eacute;s del v&iacute;nculo afectivo, la</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">calidad de los cuidados que recibe, y la posibilidad de actuar e interactuar con libertad</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">en espacios seguros que permitan el desarrollo de su potencial natural. A partir del</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">placer de sentirse seguro, es que los ni&ntilde;os y las ni&ntilde;as podr&aacute;n separarse y diferenciarse</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">para construir su propia identidad, desarrollar progresivamente su autonom&iacute;a y</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">atreverse a salir al mundo para explorarlo.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3; height: 113.9pt;">
<td style="width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 113.9pt;" width="110">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Principio de un buen estado de salud:</span></strong></p>
</td>
<td style="width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 113.9pt;" valign="top" width="508">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">No implica &uacute;nicamente la atenci&oacute;n f&iacute;sica</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">del ni&ntilde;o y ni&ntilde;a; se trata de un cuidado integral. Seg&uacute;n la Organizaci&oacute;n Mundial de</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">la Salud (OMS), la salud es entendida como &ldquo;&hellip;un estado de completo bienestar</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">f&iacute;sico, psicol&oacute;gico y social, y no meramente la ausencia de enfermedad&rdquo; (OMS, 2006,</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">p. 1). Por lo tanto, la salud involucra un estado de bienestar en el aspecto f&iacute;sico,</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">mental y social; est&aacute; relacionada a conductas, estilos de vida, entornos f&iacute;sicos y</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">sociales saludables; y pone &eacute;nfasis en acciones educativas que faciliten la participaci&oacute;n</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">social y el fortalecimiento de las capacidades de las familias en el mantenimiento,</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">mejoramiento y recuperaci&oacute;n de la salud de los ni&ntilde;os y las ni&ntilde;as.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4; height: 50.6pt;">
<td style="width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 50.6pt;" width="110">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Principio de autonom&iacute;a:</span></strong></p>
</td>
<td style="width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 50.6pt;" valign="top" width="508">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Tiene como base la convicci&oacute;n de que los ni&ntilde;os y las ni&ntilde;as</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">son capaces de desarrollarse, aprender y construirse a s&iacute; mismos, siempre y cuando</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">se garantice las condiciones f&iacute;sicas y afectivas que requieren para ello. De este modo,</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">ser&aacute;n capaces de realizar acciones a partir de su propia iniciativa.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5; height: 75.9pt;">
<td style="width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 75.9pt;" width="110">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Principio de movimiento:</span></strong></p>
</td>
<td style="width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 75.9pt;" valign="top" width="508">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">El movimiento libre constituye un factor esencial en</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">el desarrollo integral del ni&ntilde;o, pues le permite expresarse, comunicarse, adquirir</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">posturas, desplazamientos y desarrollar su pensamiento. Es importante que los</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">ni&ntilde;os y las ni&ntilde;as desplieguen al m&aacute;ximo sus iniciativas de movimiento y acci&oacute;n para</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">conocerse y conocer el mundo que los rodea. Adem&aacute;s, el movimiento libre es un</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">elemento fundamental en la construcci&oacute;n de la personalidad.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6; height: 63.25pt;">
<td style="width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;" width="110">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Principio de comunicaci&oacute;n:</span></strong></p>
</td>
<td style="width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;" valign="top" width="508">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">La comunicaci&oacute;n es una necesidad esencial y absoluta,</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">que se origina desde el inicio de la vida con las interacciones y en el placer de las</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">transformaciones rec&iacute;procas. Por tanto, en los primeros a&ntilde;os de vida, es importante</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">considerar al beb&eacute; o al ni&ntilde;o como un interlocutor v&aacute;lido, con capacidades</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">comunicativas y expresivas.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes; height: 63.25pt;">
<td style="width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;" width="110">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><strong><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Principio de juego libre:</span></strong></p>
</td>
<td style="width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;" valign="top" width="508">
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">Jugar es una actividad libre y esencialmente placentera,</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">no impuesta o dirigida desde afuera. Le permite al ni&ntilde;o, de manera natural, tomar</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">decisiones, asumir roles, establecer reglas y negociar seg&uacute;n las diferentes situaciones.</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">A trav&eacute;s del juego, los ni&ntilde;os y las ni&ntilde;as movilizan distintas habilidades cognitivas,</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span style="font-family: 'Arial Narrow',sans-serif; color: black; mso-color-alt: windowtext;">motoras, sociales y comunicativas.</span></p>
</td>
</tr>
</tbody>
</table>]]></description>
   <pubDate>Tue, 30 Jan 2024 17:47:58 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Los principios que orientan la educación inicial.</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/60a17f1f5-1.jpg&quot;  width=&quot;480&quot;  height=&quot;334&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;Los principio que orientan la educaci&amp;oacute;n inicial son: El principio de respeto, seguridad, buen estado de salud, de autonom&amp;iacute;a, de movimiento, de comunicaci&amp;oacute;n y de juego libre.&amp;lt;/p&amp;gt;
&amp;lt;table class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;&quot; border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&amp;gt;
&amp;lt;tbody&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 12.65pt;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 463.6pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 12.65pt;&quot; colspan=&quot;2&quot; valign=&quot;top&quot; width=&quot;618&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: center; line-height: normal;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;PRINCIPIOS QUE ORIENTAN LA EDUCACI&amp;Oacute;N INICIAL&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 1; height: 63.25pt;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;&quot; width=&quot;110&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Principio de respeto:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;&quot; valign=&quot;top&quot; width=&quot;508&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Considera la importancia de crear condiciones que respeten los&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;procesos y necesidades vitales que nuestros ni&amp;ntilde;os y ni&amp;ntilde;as requieren para desarrollarse&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;plenamente. Respetar al ni&amp;ntilde;o como sujeto implica reconocer sus derechos, valorar su&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;forma de ser y hacer en el mundo, lo que supone considerar su ritmo, nivel madurativo,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;caracter&amp;iacute;sticas particulares y culturales, que hacen de &amp;eacute;l un ser &amp;uacute;nico y especial.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 2; height: 88.55pt;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 88.55pt;&quot; width=&quot;110&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Principio de seguridad:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 88.55pt;&quot; valign=&quot;top&quot; width=&quot;508&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Constituye la base para el desarrollo de una personalidad&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;estable y armoniosa en el ni&amp;ntilde;o, la cual se construye a trav&amp;eacute;s del v&amp;iacute;nculo afectivo, la&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;calidad de los cuidados que recibe, y la posibilidad de actuar e interactuar con libertad&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;en espacios seguros que permitan el desarrollo de su potencial natural. A partir del&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;placer de sentirse seguro, es que los ni&amp;ntilde;os y las ni&amp;ntilde;as podr&amp;aacute;n separarse y diferenciarse&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;para construir su propia identidad, desarrollar progresivamente su autonom&amp;iacute;a y&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;atreverse a salir al mundo para explorarlo.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 3; height: 113.9pt;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 113.9pt;&quot; width=&quot;110&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Principio de un buen estado de salud:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 113.9pt;&quot; valign=&quot;top&quot; width=&quot;508&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;No implica &amp;uacute;nicamente la atenci&amp;oacute;n f&amp;iacute;sica&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;del ni&amp;ntilde;o y ni&amp;ntilde;a; se trata de un cuidado integral. Seg&amp;uacute;n la Organizaci&amp;oacute;n Mundial de&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;la Salud (OMS), la salud es entendida como &amp;ldquo;&amp;hellip;un estado de completo bienestar&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;f&amp;iacute;sico, psicol&amp;oacute;gico y social, y no meramente la ausencia de enfermedad&amp;rdquo; (OMS, 2006,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;p. 1). Por lo tanto, la salud involucra un estado de bienestar en el aspecto f&amp;iacute;sico,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;mental y social; est&amp;aacute; relacionada a conductas, estilos de vida, entornos f&amp;iacute;sicos y&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;sociales saludables; y pone &amp;eacute;nfasis en acciones educativas que faciliten la participaci&amp;oacute;n&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;social y el fortalecimiento de las capacidades de las familias en el mantenimiento,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;mejoramiento y recuperaci&amp;oacute;n de la salud de los ni&amp;ntilde;os y las ni&amp;ntilde;as.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 4; height: 50.6pt;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 50.6pt;&quot; width=&quot;110&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Principio de autonom&amp;iacute;a:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 50.6pt;&quot; valign=&quot;top&quot; width=&quot;508&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Tiene como base la convicci&amp;oacute;n de que los ni&amp;ntilde;os y las ni&amp;ntilde;as&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;son capaces de desarrollarse, aprender y construirse a s&amp;iacute; mismos, siempre y cuando&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;se garantice las condiciones f&amp;iacute;sicas y afectivas que requieren para ello. De este modo,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;ser&amp;aacute;n capaces de realizar acciones a partir de su propia iniciativa.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 5; height: 75.9pt;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 75.9pt;&quot; width=&quot;110&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Principio de movimiento:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 75.9pt;&quot; valign=&quot;top&quot; width=&quot;508&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;El movimiento libre constituye un factor esencial en&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;el desarrollo integral del ni&amp;ntilde;o, pues le permite expresarse, comunicarse, adquirir&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;posturas, desplazamientos y desarrollar su pensamiento. Es importante que los&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;ni&amp;ntilde;os y las ni&amp;ntilde;as desplieguen al m&amp;aacute;ximo sus iniciativas de movimiento y acci&amp;oacute;n para&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;conocerse y conocer el mundo que los rodea. Adem&amp;aacute;s, el movimiento libre es un&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;elemento fundamental en la construcci&amp;oacute;n de la personalidad.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 6; height: 63.25pt;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;&quot; width=&quot;110&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Principio de comunicaci&amp;oacute;n:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;&quot; valign=&quot;top&quot; width=&quot;508&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;La comunicaci&amp;oacute;n es una necesidad esencial y absoluta,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;que se origina desde el inicio de la vida con las interacciones y en el placer de las&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;transformaciones rec&amp;iacute;procas. Por tanto, en los primeros a&amp;ntilde;os de vida, es importante&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;considerar al beb&amp;eacute; o al ni&amp;ntilde;o como un interlocutor v&amp;aacute;lido, con capacidades&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;comunicativas y expresivas.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;tr style=&quot;mso-yfti-irow: 7; mso-yfti-lastrow: yes; height: 63.25pt;&quot;&amp;gt;
&amp;lt;td style=&quot;width: 82.4pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFCE3C; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;&quot; width=&quot;110&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Principio de juego libre:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;td style=&quot;width: 381.2pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #C5E0B3; mso-background-themecolor: accent6; mso-background-themetint: 102; padding: 0cm 5.4pt 0cm 5.4pt; height: 63.25pt;&quot; valign=&quot;top&quot; width=&quot;508&quot;&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;Jugar es una actividad libre y esencialmente placentera,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;no impuesta o dirigida desde afuera. Le permite al ni&amp;ntilde;o, de manera natural, tomar&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;decisiones, asumir roles, establecer reglas y negociar seg&amp;uacute;n las diferentes situaciones.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;A trav&amp;eacute;s del juego, los ni&amp;ntilde;os y las ni&amp;ntilde;as movilizan distintas habilidades cognitivas,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;,sans-serif; color: black; mso-color-alt: windowtext;&quot;&amp;gt;motoras, sociales y comunicativas.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;/td&amp;gt;
&amp;lt;/tr&amp;gt;
&amp;lt;/tbody&amp;gt;
&amp;lt;/table&amp;gt;]]&amp;gt;</media:description>
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   <title>Las modalidades de atención en el nivel de educación inicial</title>
   <link>https://prexas.com/las-modalidades-de-atencion-en-el-nivel-de-educacion-inicial_28d6c07ca.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/28d6c07ca-1.jpg"  width="480"  height="263"  /></p><p>Las modalidades en el nivel de educaci&oacute;n inicial.</p>
<p>&nbsp;</p>
<p><a href="//prexas.com/uploads/articles/7351353c.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/7351353c.png" alt="" width="500" height="274" border="0" hspace="" vspace="" /></a></p>
<p><span style="font-family: 'Arial Narrow', sans-serif; font-size: 12pt;">Ambas formas de atenci&oacute;n, se realizan en estrecha relaci&oacute;n con las familias, por esta raz&oacute;n, en los PRONOEI, la acci&oacute;n pedag&oacute;gica de los docentes, coordinadores, y promotores educativos comunitarios se dirigen directamente a la madre, adulto significativo o cuidador del ni&ntilde;o que participa en el servicio. As&iacute; tambi&eacute;n, en el marco de la atenci&oacute;n integral, se promueven acciones que involucran a otros sectores &ndash;como los de salud, inclusi&oacute;n social y desarrollo, protecci&oacute;n, justicia, ambiente&ndash; que buscan asegurar condiciones b&aacute;sicas para el desarrollo infantil.</span></p>
<p class="MsoNormal">&nbsp;</p>
<p><a href="//prexas.com/uploads/articles/7351353c.png" rel="prettyPhoto[phpmelody]">&nbsp;</a></p>]]></description>
   <pubDate>Tue, 30 Jan 2024 17:17:30 -0500</pubDate>
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   <media:title>Las modalidades de atención en el nivel de educación inicial</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/28d6c07ca-1.jpg&quot;  width=&quot;480&quot;  height=&quot;263&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;Las modalidades en el nivel de educaci&amp;oacute;n inicial.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/7351353c.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/7351353c.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;274&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;span style=&quot;font-family: &apos;Arial Narrow&apos;, sans-serif; font-size: 12pt;&quot;&amp;gt;Ambas formas de atenci&amp;oacute;n, se realizan en estrecha relaci&amp;oacute;n con las familias, por esta raz&amp;oacute;n, en los PRONOEI, la acci&amp;oacute;n pedag&amp;oacute;gica de los docentes, coordinadores, y promotores educativos comunitarios se dirigen directamente a la madre, adulto significativo o cuidador del ni&amp;ntilde;o que participa en el servicio. As&amp;iacute; tambi&amp;eacute;n, en el marco de la atenci&amp;oacute;n integral, se promueven acciones que involucran a otros sectores &amp;ndash;como los de salud, inclusi&amp;oacute;n social y desarrollo, protecci&amp;oacute;n, justicia, ambiente&amp;ndash; que buscan asegurar condiciones b&amp;aacute;sicas para el desarrollo infantil.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/7351353c.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;nbsp;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
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   <title>Las características y las atenciones de los niños y niñas en este Ciclo I</title>
   <link>https://prexas.com/las-caracteristicas-y-las-atenciones-de-los-ninos-y-ninas-en-este-ciclo-i_18c4d6c9d.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/18c4d6c9d-1.jpg"  width="480"  height="378"  /></p><p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">EL NIVEL DE EDUCACI&Oacute;N INICIAL CICLO I</span></strong></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">Las caracter&iacute;sticas y las atenciones de los ni&ntilde;os y ni&ntilde;as en este ciclo I:</span></strong></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&iquest;Qu&eacute; caracter&iacute;sticas tienen los ni&ntilde;os y las ni&ntilde;as en este ciclo?</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En estas edades los ni&ntilde;os y las ni&ntilde;as viven un proceso de individuaci&oacute;n en el que transitan de la necesidad de tener un v&iacute;nculo de apego seguro, con un adulto significativo, a la necesidad de diferenciarse y distanciarse de &eacute;l para construir de manera progresiva su propia identidad. Tienen la capacidad de moverse y actuar desde su iniciativa, adquiriendo posturas y desplazamientos de manera aut&oacute;noma, es as&iacute; que desarrollan un mayor dominio de su cuerpo, sinti&eacute;ndose seguros y con mayores recursos para conocer el mundo que los rodea.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">En las interacciones con el entorno descubren el placer de comunicarse y transitan de la comunicaci&oacute;n no verbal a la comunicaci&oacute;n verbal. Es as&iacute; que, a trav&eacute;s de los gestos, miradas, movimientos corporales y primeros balbuceos, expresan a otros sus necesidades e intereses, emergiendo sus primeras palabras como producto de estas relaciones y vivencias.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">El desarrollo de su pensamiento se da a trav&eacute;s de la exploraci&oacute;n del entorno, a partir de sus habilidades van tomando conciencia de su cuerpo, se desplazan en el espacio, manipulan los objetos descubriendo as&iacute; sus cualidades y algunas relaciones como las espaciales, temporales y causales que les permitir&aacute;n construir sus primeras nociones e ideas acerca del mundo y desarrollar procesos cognitivos cada vez m&aacute;s complejos.</span></p>
<p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">&iquest;C&oacute;mo es la atenci&oacute;n educativa en este ciclo?</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">La atenci&oacute;n educativa en este ciclo involucra a los padres de familia, cuidadores y docentes a cargo, quienes brindan entornos seguros basados en el v&iacute;nculo afectivo, en la organizaci&oacute;n de espacios, materiales y ambientes tranquilos que permitan a los ni&ntilde;os y las ni&ntilde;as moverse con libertad, explorar, jugar y actuar desde su iniciativa para desarrollarse de manera integral durante los momentos de cuidados, de actividad aut&oacute;noma y juego libre, en los entornos donde transcurren sus d&iacute;as. Para brindar una atenci&oacute;n educativa de calidad, en el I ciclo, se plantea la organizaci&oacute;n de los ni&ntilde;os y las ni&ntilde;as en grupos, teniendo en cuenta su edad y el nivel de desarrollo en el que se encuentran comprendiendo que las edades y el proceso de desarrollo son referenciales. Es as&iacute; que se identifican los siguientes grupos:</span></p>
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" 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   <pubDate>Mon, 29 Jan 2024 19:03:25 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Las características y las atenciones de los niños y niñas en este Ciclo I</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/18c4d6c9d-1.jpg&quot;  width=&quot;480&quot;  height=&quot;378&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;EL NIVEL DE EDUCACI&amp;Oacute;N INICIAL CICLO I&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;Las caracter&amp;iacute;sticas y las atenciones de los ni&amp;ntilde;os y ni&amp;ntilde;as en este ciclo I:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;iquest;Qu&amp;eacute; caracter&amp;iacute;sticas tienen los ni&amp;ntilde;os y las ni&amp;ntilde;as en este ciclo?&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En estas edades los ni&amp;ntilde;os y las ni&amp;ntilde;as viven un proceso de individuaci&amp;oacute;n en el que transitan de la necesidad de tener un v&amp;iacute;nculo de apego seguro, con un adulto significativo, a la necesidad de diferenciarse y distanciarse de &amp;eacute;l para construir de manera progresiva su propia identidad. Tienen la capacidad de moverse y actuar desde su iniciativa, adquiriendo posturas y desplazamientos de manera aut&amp;oacute;noma, es as&amp;iacute; que desarrollan un mayor dominio de su cuerpo, sinti&amp;eacute;ndose seguros y con mayores recursos para conocer el mundo que los rodea.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;En las interacciones con el entorno descubren el placer de comunicarse y transitan de la comunicaci&amp;oacute;n no verbal a la comunicaci&amp;oacute;n verbal. Es as&amp;iacute; que, a trav&amp;eacute;s de los gestos, miradas, movimientos corporales y primeros balbuceos, expresan a otros sus necesidades e intereses, emergiendo sus primeras palabras como producto de estas relaciones y vivencias.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;El desarrollo de su pensamiento se da a trav&amp;eacute;s de la exploraci&amp;oacute;n del entorno, a partir de sus habilidades van tomando conciencia de su cuerpo, se desplazan en el espacio, manipulan los objetos descubriendo as&amp;iacute; sus cualidades y algunas relaciones como las espaciales, temporales y causales que les permitir&amp;aacute;n construir sus primeras nociones e ideas acerca del mundo y desarrollar procesos cognitivos cada vez m&amp;aacute;s complejos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;&amp;iquest;C&amp;oacute;mo es la atenci&amp;oacute;n educativa en este ciclo?&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;La atenci&amp;oacute;n educativa en este ciclo involucra a los padres de familia, cuidadores y docentes a cargo, quienes brindan entornos seguros basados en el v&amp;iacute;nculo afectivo, en la organizaci&amp;oacute;n de espacios, materiales y ambientes tranquilos que permitan a los ni&amp;ntilde;os y las ni&amp;ntilde;as moverse con libertad, explorar, jugar y actuar desde su iniciativa para desarrollarse de manera integral durante los momentos de cuidados, de actividad aut&amp;oacute;noma y juego libre, en los entornos donde transcurren sus d&amp;iacute;as. Para brindar una atenci&amp;oacute;n educativa de calidad, en el I ciclo, se plantea la organizaci&amp;oacute;n de los ni&amp;ntilde;os y las ni&amp;ntilde;as en grupos, teniendo en cuenta su edad y el nivel de desarrollo en el que se encuentran comprendiendo que las edades y el proceso de desarrollo son referenciales. Es as&amp;iacute; que se identifican los siguientes grupos:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;img 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&quot; alt=&quot;&quot; /&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
   <media:thumbnail url="https://prexas.com/uploads/thumbs/18c4d6c9d-1.jpg"  width="480"  height="378" />
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   <guid>https://prexas.com/las-caracteristicas-y-las-atenciones-de-los-ninos-y-ninas-en-este-ciclo-i_18c4d6c9d.html</guid>
  </item>
  <item xmlns:media="http://search.yahoo.com/mrss/" xmlns:dcterms="http://purl.org/dc/terms/">
   <title>Los dos ciclos del nivel inicial</title>
   <link>https://prexas.com/los-dos-ciclos-del-nivel-inicial_556a6a40e.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/556a6a40e-1.jpg"  width="480"  height="278"  /></p><p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">EN EL NIVEL DE EDUCACI&Oacute;N INICIAL SE ATIENDE DOS CICLOS:</span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">1. El primer ciclo est&aacute; orientado a los ni&ntilde;os y las ni&ntilde;as de 0 de 2 a&ntilde;os. </span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial Narrow',sans-serif;">2. El segundo ciclo est&aacute; orientado a los ni&ntilde;os y las ni&ntilde;as de 3 a 5 a&ntilde;os.</span></p>
<p><a href="//prexas.com/uploads/articles/894b32d4.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/894b32d4.png" alt="" width="500" height="290" border="0" hspace="" vspace="" /></a></p>]]></description>
   <pubDate>Mon, 29 Jan 2024 18:15:57 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Los dos ciclos del nivel inicial</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/556a6a40e-1.jpg&quot;  width=&quot;480&quot;  height=&quot;278&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;EN EL NIVEL DE EDUCACI&amp;Oacute;N INICIAL SE ATIENDE DOS CICLOS:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;1. El primer ciclo est&amp;aacute; orientado a los ni&amp;ntilde;os y las ni&amp;ntilde;as de 0 de 2 a&amp;ntilde;os. &amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial Narrow&apos;,sans-serif;&quot;&amp;gt;2. El segundo ciclo est&amp;aacute; orientado a los ni&amp;ntilde;os y las ni&amp;ntilde;as de 3 a 5 a&amp;ntilde;os.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/894b32d4.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/894b32d4.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;290&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
   <media:thumbnail url="https://prexas.com/uploads/thumbs/556a6a40e-1.jpg"  width="480"  height="278" />
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   <guid>https://prexas.com/los-dos-ciclos-del-nivel-inicial_556a6a40e.html</guid>
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   <title>Cuento &quot;Un sapo de otra laguna&quot;</title>
   <link>https://prexas.com/cuento-un-sapo-de-otra-laguna_893d97ce2.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/893d97ce2-1.jpg"  width="480"  height="348"  /></p><p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">CUENTO &ldquo;UN SAPO DE OTRA LAGUNA&rdquo;</span></strong></p>
<p class="MsoNormal"><a href="//prexas.com/uploads/articles/388db30d.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/388db30d.png" alt="" width="500" height="327" border="0" hspace="" vspace="" /></a></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Cierta ma&ntilde;ana, Cerdito se despert&oacute; con ganas de hacer nuevos amigos. Luego de asearse y desayunar, sali&oacute; a pasear por el bosque y, al pasar por la laguna, escuch&oacute; &ldquo;croac&rdquo;. Al acercarse, vio que en la laguna viv&iacute;a una familia de sapos y se alegr&oacute; much&iacute;simo. Entonces, se sent&oacute; en la orilla y empez&oacute; a croar.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Sapo hijo asustado volte&oacute; a mirar, &ldquo;&iquest;qui&eacute;n eres?&rdquo;, le pregunt&oacute;.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">-&ldquo;Croac&rdquo;, respondi&oacute; Cerdito.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Inquieta, Mam&aacute; Sapa pregunt&oacute;: &ldquo;Buenos d&iacute;as, &iquest;qu&eacute; lo trae por aqu&iacute;?&rdquo;.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">-&ldquo;Croac, croac, croac&rdquo;, respond&iacute;a Cerdito, sentado en posici&oacute;n de sapo, sonriente y cachet&oacute;n. Toda la familia grit&oacute; molesta: &ldquo;&iexcl;&iquest;Qu&eacute;?!&rdquo;.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">-&ldquo;Este cerdo se est&aacute; burlando de nosotros&rdquo;, exclam&oacute; Pap&aacute; Sapo, furioso.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">-&ldquo;Croac, croac&rdquo;, dijo de nuevo Cerdito.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">La noticia corri&oacute; r&aacute;pidamente por el bosque y no tardaron en aparecer los curiosos.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">-&ldquo;Es un poco rosado el reci&eacute;n llegado&rdquo;, dijo, burl&oacute;n, Zorro.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">-&ldquo;El &lsquo;croac&rsquo; le sale igualito a este cerdo sapito&rdquo;, a&ntilde;adi&oacute; Tortuga.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Cerdito, ciertamente, croaba cada vez mejor. Quer&iacute;a decirles a los sapos que estaba muy feliz de haberlos encontrado. Adem&aacute;s, le emocionaba que la laguna estuviera llena de nuevos amigos.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Pero los sapos, enfadados, fueron en b&uacute;squeda del sabio Escarabajo. Todos los animales fueron detr&aacute;s de ellos. Entre gritos, quisieron contarle a Escarabajo el acontecimiento. Mam&aacute; Sapa dijo: &ldquo;Escarabajo, necesitamos tu consejo para solucionar un gran problema. Hay un cerdito en la laguna que se est&aacute; burlando de nosotros. &iexcl;Se hace el sapo!&rdquo;. Escarabajo acept&oacute; ir a la laguna, a ver lo que pasaba. Pero, cuando llegaron, Cerdito ya se hab&iacute;a ido.</span></p>
<p class="MsoNormal"><span style="font-family: Arial, sans-serif; font-size: 12pt;">&ldquo;Ese cerdo quer&iacute;a hacernos una broma de mal gusto&rdquo; &ndash; exclam&oacute; Pap&aacute; Sapo.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&ldquo;&iquest;Y no pensaron que solo quer&iacute;a hacer nuevos amigos?&rdquo; &ndash; pregunt&oacute; Escarabajo.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Escarabajo se despidi&oacute; y dej&oacute; a los animales pensando en c&oacute;mo se hab&iacute;an comportado con Cerdito.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Mientras tanto, al ver que los animales se hab&iacute;an marchado, Cerdito continu&oacute; paseando por el bosque. De repente, escuch&oacute; &ldquo;Pio, pio, pio&rdquo; en lo alto de un &aacute;rbol. Se alegr&oacute; de nuevo y subi&oacute; con mucho esfuerzo hasta donde estaban los pajaritos. Se sent&oacute; junto a sus nuevos amigos y empez&oacute; a cantar &ldquo;Pio, pio, pio&rdquo;.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Al ver a Cerdito sentado en los &aacute;rboles cantando como pajarito, los animales ya no se inquietaron. M&aacute;s bien, decidieron subir al &aacute;rbol.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">A lo lejos, Escarabajo divis&oacute; un extra&ntilde;o coro de animales cantando como pajaritos y se alegr&oacute;. Cerdito, por su parte, pens&oacute; que era muy lindo hacer nuevos amigos.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Adaptado de Folgueira R. y Bernatene P. (2017). Sapo de otro pozo.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&iquest;Cu&aacute;l de las siguientes preguntas es pertinente para que los ni&ntilde;os identifiquen informaci&oacute;n expl&iacute;cita en este cuento?, la respuesta es la (c) y para usted &iquest;Cu&aacute;l es la respuesta?, responde.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">a. &iquest;Qu&eacute; les parece lo que les dijo Escarabajo a los sapos?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">b. &iquest;Qu&eacute; significa la palabra &ldquo;furioso&rdquo;?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">c. &iquest;D&oacute;nde viv&iacute;a la familia de sapos?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&iquest;Cu&aacute;l de las siguientes preguntas es pertinente para que los ni&ntilde;os realicen inferencias sobre este cuento?</span> <span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">la respuesta es la (c) y para usted &iquest;Cu&aacute;l es la respuesta?, responde.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">a. &iquest;Crees que los sapos actuaron bien cuando escucharon croar a Cerdito? &iquest;Por qu&eacute;?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">b. &iquest;Qu&eacute; hicieron los animales cuando vieron que Cerdito cantaba como pajarito?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">c. &iquest;Por qu&eacute; Cerdito imitaba a los animales que ve&iacute;a?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&iquest;Cu&aacute;l de las siguientes preguntas es pertinente para que los ni&ntilde;os reflexionen sobre el contenido de este cuento?</span> <span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">la respuesta es la (a) y para usted &iquest;Cu&aacute;l es la respuesta?, responde.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">a. &iquest;Qu&eacute; piensas de la pregunta que les hizo Escarabajo a los animales?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">b. &iquest;Por qu&eacute; al final del cuento Escarabajo se alegr&oacute;?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">c. &iquest;Qu&eacute; dijo Tortuga al ver a Cerdito?</span></p>
<p>&nbsp;</p>]]></description>
   <pubDate>Mon, 17 Jan 2022 08:25:26 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Cuento &amp;quot;Un sapo de otra laguna&amp;quot;</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/893d97ce2-1.jpg&quot;  width=&quot;480&quot;  height=&quot;348&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;CUENTO &amp;ldquo;UN SAPO DE OTRA LAGUNA&amp;rdquo;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/388db30d.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/388db30d.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;327&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Cierta ma&amp;ntilde;ana, Cerdito se despert&amp;oacute; con ganas de hacer nuevos amigos. Luego de asearse y desayunar, sali&amp;oacute; a pasear por el bosque y, al pasar por la laguna, escuch&amp;oacute; &amp;ldquo;croac&amp;rdquo;. Al acercarse, vio que en la laguna viv&amp;iacute;a una familia de sapos y se alegr&amp;oacute; much&amp;iacute;simo. Entonces, se sent&amp;oacute; en la orilla y empez&amp;oacute; a croar.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Sapo hijo asustado volte&amp;oacute; a mirar, &amp;ldquo;&amp;iquest;qui&amp;eacute;n eres?&amp;rdquo;, le pregunt&amp;oacute;.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;-&amp;ldquo;Croac&amp;rdquo;, respondi&amp;oacute; Cerdito.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Inquieta, Mam&amp;aacute; Sapa pregunt&amp;oacute;: &amp;ldquo;Buenos d&amp;iacute;as, &amp;iquest;qu&amp;eacute; lo trae por aqu&amp;iacute;?&amp;rdquo;.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;-&amp;ldquo;Croac, croac, croac&amp;rdquo;, respond&amp;iacute;a Cerdito, sentado en posici&amp;oacute;n de sapo, sonriente y cachet&amp;oacute;n. Toda la familia grit&amp;oacute; molesta: &amp;ldquo;&amp;iexcl;&amp;iquest;Qu&amp;eacute;?!&amp;rdquo;.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;-&amp;ldquo;Este cerdo se est&amp;aacute; burlando de nosotros&amp;rdquo;, exclam&amp;oacute; Pap&amp;aacute; Sapo, furioso.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;-&amp;ldquo;Croac, croac&amp;rdquo;, dijo de nuevo Cerdito.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;La noticia corri&amp;oacute; r&amp;aacute;pidamente por el bosque y no tardaron en aparecer los curiosos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;-&amp;ldquo;Es un poco rosado el reci&amp;eacute;n llegado&amp;rdquo;, dijo, burl&amp;oacute;n, Zorro.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;-&amp;ldquo;El &amp;lsquo;croac&amp;rsquo; le sale igualito a este cerdo sapito&amp;rdquo;, a&amp;ntilde;adi&amp;oacute; Tortuga.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Cerdito, ciertamente, croaba cada vez mejor. Quer&amp;iacute;a decirles a los sapos que estaba muy feliz de haberlos encontrado. Adem&amp;aacute;s, le emocionaba que la laguna estuviera llena de nuevos amigos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Pero los sapos, enfadados, fueron en b&amp;uacute;squeda del sabio Escarabajo. Todos los animales fueron detr&amp;aacute;s de ellos. Entre gritos, quisieron contarle a Escarabajo el acontecimiento. Mam&amp;aacute; Sapa dijo: &amp;ldquo;Escarabajo, necesitamos tu consejo para solucionar un gran problema. Hay un cerdito en la laguna que se est&amp;aacute; burlando de nosotros. &amp;iexcl;Se hace el sapo!&amp;rdquo;. Escarabajo acept&amp;oacute; ir a la laguna, a ver lo que pasaba. Pero, cuando llegaron, Cerdito ya se hab&amp;iacute;a ido.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-family: Arial, sans-serif; font-size: 12pt;&quot;&amp;gt;&amp;ldquo;Ese cerdo quer&amp;iacute;a hacernos una broma de mal gusto&amp;rdquo; &amp;ndash; exclam&amp;oacute; Pap&amp;aacute; Sapo.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;ldquo;&amp;iquest;Y no pensaron que solo quer&amp;iacute;a hacer nuevos amigos?&amp;rdquo; &amp;ndash; pregunt&amp;oacute; Escarabajo.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Escarabajo se despidi&amp;oacute; y dej&amp;oacute; a los animales pensando en c&amp;oacute;mo se hab&amp;iacute;an comportado con Cerdito.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Mientras tanto, al ver que los animales se hab&amp;iacute;an marchado, Cerdito continu&amp;oacute; paseando por el bosque. De repente, escuch&amp;oacute; &amp;ldquo;Pio, pio, pio&amp;rdquo; en lo alto de un &amp;aacute;rbol. Se alegr&amp;oacute; de nuevo y subi&amp;oacute; con mucho esfuerzo hasta donde estaban los pajaritos. Se sent&amp;oacute; junto a sus nuevos amigos y empez&amp;oacute; a cantar &amp;ldquo;Pio, pio, pio&amp;rdquo;.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Al ver a Cerdito sentado en los &amp;aacute;rboles cantando como pajarito, los animales ya no se inquietaron. M&amp;aacute;s bien, decidieron subir al &amp;aacute;rbol.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;A lo lejos, Escarabajo divis&amp;oacute; un extra&amp;ntilde;o coro de animales cantando como pajaritos y se alegr&amp;oacute;. Cerdito, por su parte, pens&amp;oacute; que era muy lindo hacer nuevos amigos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Adaptado de Folgueira R. y Bernatene P. (2017). Sapo de otro pozo.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;iquest;Cu&amp;aacute;l de las siguientes preguntas es pertinente para que los ni&amp;ntilde;os identifiquen informaci&amp;oacute;n expl&amp;iacute;cita en este cuento?, la respuesta es la (c) y para usted &amp;iquest;Cu&amp;aacute;l es la respuesta?, responde.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;a. &amp;iquest;Qu&amp;eacute; les parece lo que les dijo Escarabajo a los sapos?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;b. &amp;iquest;Qu&amp;eacute; significa la palabra &amp;ldquo;furioso&amp;rdquo;?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;c. &amp;iquest;D&amp;oacute;nde viv&amp;iacute;a la familia de sapos?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;iquest;Cu&amp;aacute;l de las siguientes preguntas es pertinente para que los ni&amp;ntilde;os realicen inferencias sobre este cuento?&amp;lt;/span&amp;gt; &amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;la respuesta es la (c) y para usted &amp;iquest;Cu&amp;aacute;l es la respuesta?, responde.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;a. &amp;iquest;Crees que los sapos actuaron bien cuando escucharon croar a Cerdito? &amp;iquest;Por qu&amp;eacute;?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;b. &amp;iquest;Qu&amp;eacute; hicieron los animales cuando vieron que Cerdito cantaba como pajarito?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;c. &amp;iquest;Por qu&amp;eacute; Cerdito imitaba a los animales que ve&amp;iacute;a?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;iquest;Cu&amp;aacute;l de las siguientes preguntas es pertinente para que los ni&amp;ntilde;os reflexionen sobre el contenido de este cuento?&amp;lt;/span&amp;gt; &amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;la respuesta es la (a) y para usted &amp;iquest;Cu&amp;aacute;l es la respuesta?, responde.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;a. &amp;iquest;Qu&amp;eacute; piensas de la pregunta que les hizo Escarabajo a los animales?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;b. &amp;iquest;Por qu&amp;eacute; al final del cuento Escarabajo se alegr&amp;oacute;?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;c. &amp;iquest;Qu&amp;eacute; dijo Tortuga al ver a Cerdito?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
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   <title>Hipótesis de escritura después de leer el cuento &quot;El gato y la mariposa&quot;</title>
   <link>https://prexas.com/hipotesis-de-escritura-despues-de-leer-el-cuento-el-gato-y-la-mariposa_8d7dea6c1.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/8d7dea6c1-1.jpg"  width="480"  height="348"  /></p><p class="MsoNormal"><em><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">HIP&Oacute;TESIS DE ESCRITURA DESPU&Eacute;S DE LEER EL CUENTO "EL GATO Y LA MARIPOSA"</span></strong></em></p>
<p class="MsoNormal"><a href="//prexas.com/uploads/articles/4b954a2b.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/4b954a2b.png" alt="" width="500" height="364" border="0" hspace="" vspace="" /></a></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">La docente y los ni&ntilde;os del aula de cinco a&ntilde;os acaban de leer el cuento &ldquo;El gato y la mariposa&rdquo;. Ahora, la docente les pide que dibujen lo que m&aacute;s les gust&oacute; del cuento.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Naomi dibuja un gato y una mariposa, y escribe debajo de cada personaje. Al terminar, le muestra su trabajo a la docente. Cuando la docente le pregunta qu&eacute; escribi&oacute;, la ni&ntilde;a afirma haber escrito &ldquo;gato&rdquo; debajo de su primer dibujo y &ldquo;mariposa&rdquo; debajo del segundo.</span></p>
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" alt="" width="528" height="370" /></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Considerando las propuestas de Emilia Ferreiro y Ana Teberosky sobre las hip&oacute;tesis que formulan los ni&ntilde;os cuando interact&uacute;an con el mundo escrito, &iquest;Qu&eacute; hip&oacute;tesis de escritura explica por qu&eacute; Naomi escribe la palabra &ldquo;gato&rdquo; con m&aacute;s graf&iacute;as que la palabra &ldquo;mariposa&rdquo;?, la hip&oacute;tesis de escritura de Naomi es la (c) y para usted &iquest;Cu&aacute;l ser&aacute; la respuesta?, responde.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">a. Hip&oacute;tesis de cantidad.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">b. Hip&oacute;tesis de variedad.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><span style="color: #ff9900;">c. Hip&oacute;tesis sobre las propiedades del objeto.</span></span></p>
<p>&nbsp;</p>]]></description>
   <pubDate>Mon, 17 Jan 2022 07:56:56 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Hipótesis de escritura después de leer el cuento &amp;quot;El gato y la mariposa&amp;quot;</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/8d7dea6c1-1.jpg&quot;  width=&quot;480&quot;  height=&quot;348&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;em&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;HIP&amp;Oacute;TESIS DE ESCRITURA DESPU&amp;Eacute;S DE LEER EL CUENTO &quot;EL GATO Y LA MARIPOSA&quot;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/4b954a2b.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/4b954a2b.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;364&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;La docente y los ni&amp;ntilde;os del aula de cinco a&amp;ntilde;os acaban de leer el cuento &amp;ldquo;El gato y la mariposa&amp;rdquo;. Ahora, la docente les pide que dibujen lo que m&amp;aacute;s les gust&amp;oacute; del cuento.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Naomi dibuja un gato y una mariposa, y escribe debajo de cada personaje. Al terminar, le muestra su trabajo a la docente. Cuando la docente le pregunta qu&amp;eacute; escribi&amp;oacute;, la ni&amp;ntilde;a afirma haber escrito &amp;ldquo;gato&amp;rdquo; debajo de su primer dibujo y &amp;ldquo;mariposa&amp;rdquo; debajo del segundo.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;img 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&quot; alt=&quot;&quot; width=&quot;528&quot; height=&quot;370&quot; /&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Considerando las propuestas de Emilia Ferreiro y Ana Teberosky sobre las hip&amp;oacute;tesis que formulan los ni&amp;ntilde;os cuando interact&amp;uacute;an con el mundo escrito, &amp;iquest;Qu&amp;eacute; hip&amp;oacute;tesis de escritura explica por qu&amp;eacute; Naomi escribe la palabra &amp;ldquo;gato&amp;rdquo; con m&amp;aacute;s graf&amp;iacute;as que la palabra &amp;ldquo;mariposa&amp;rdquo;?, la hip&amp;oacute;tesis de escritura de Naomi es la (c) y para usted &amp;iquest;Cu&amp;aacute;l ser&amp;aacute; la respuesta?, responde.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;a. Hip&amp;oacute;tesis de cantidad.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;b. Hip&amp;oacute;tesis de variedad.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff9900;&quot;&amp;gt;c. Hip&amp;oacute;tesis sobre las propiedades del objeto.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
   <media:thumbnail url="https://prexas.com/uploads/thumbs/8d7dea6c1-1.jpg"  width="480"  height="348" />
   </media:content>
   <guid>https://prexas.com/hipotesis-de-escritura-despues-de-leer-el-cuento-el-gato-y-la-mariposa_8d7dea6c1.html</guid>
  </item>
  <item xmlns:media="http://search.yahoo.com/mrss/" xmlns:dcterms="http://purl.org/dc/terms/">
   <title>Poema la &quot;Semillita que despertó&quot;</title>
   <link>https://prexas.com/poema-la-semillita-que-desperto_9edcb9a79.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/9edcb9a79-1.jpg"  width="480"  height="346"  /></p><p class="MsoNormal"><strong><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">POES&Iacute;A LA SEMILLITA QUE DESPERT&Oacute;</span></strong></p>
<p class="MsoNormal"><a href="//prexas.com/uploads/articles/0495fa10.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/0495fa10.png" alt="" width="500" height="361" border="0" hspace="" vspace="" /></a></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">La docente del aula de cinco a&ntilde;os ha colocado recientemente un libro de poes&iacute;a en la biblioteca. Hoy dos ni&ntilde;os han cogido ese libro y, luego de revisarlo, han escogido un poema y le han pedido a la docente que se los lea. Al notar los otros ni&ntilde;os que la docente les leer&aacute; el libro, varios se acercan a escuchar. A continuaci&oacute;n, se presenta el poema que los ni&ntilde;os escogieron:</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><strong>LA SEMILLITA QUE DESPERT&Oacute;</strong></span></p>
<p class="MsoNormal"><img 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" alt="" /><span style="mso-spacerun: yes;">&nbsp;</span><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Direcci&oacute;n de Evaluaci&oacute;n Docente 2020</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">El sol la alumbr&oacute;,</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">su cuerpecito calent&oacute;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">y la lluvia con sus gotitas la despert&oacute;.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Entonces asom&oacute; curiosa la semillita preciosa.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Abri&oacute; muy grande sus ojos y en planta se convirti&oacute;.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">La docente les pide a los ni&ntilde;os que se pongan c&oacute;modos y les muestra el poema. A continuaci&oacute;n, la docente les lee el poema. &iquest;Cu&aacute;l de las siguientes acciones es m&aacute;s pertinente para seguir acercando a los ni&ntilde;os a este tipo de texto?, la acci&oacute;n m&aacute;s m&aacute;s pertinente es la (a) y para usted &iquest;Cu&aacute;l es la respuesta?</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><span style="color: #ff9900;">a. Leer el poema mientras todos escuchan con atenci&oacute;n. Luego, invitarlos a compartir sus comentarios sobre lo que sintieron al escuchar el poema. Finalmente, pedirles que digan c&oacute;mo se imaginan a la semillita, a la lluvia y al sol.</span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">b. Explicar a los ni&ntilde;os que los poemas suelen tener palabras que suenan parecido. Luego, leerles el poema enfatizando palabras como &ldquo;alumbr&oacute;&rdquo;, &ldquo;calent&oacute;&rdquo; o &ldquo;despert&oacute;&rdquo;. Finalmente, preguntarles qu&eacute; palabras parecidas identificaron.</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">c. Leerles el poema acompa&ntilde;ando la lectura con movimientos corporales. Luego, preguntarles si les gust&oacute; el poema y si quisieran aprenderlo. Finalmente, practicar con ellos cada verso hasta que logren recitar todo el poema por s&iacute; solos.</span></p>
<p>&nbsp;</p>]]></description>
   <pubDate>Mon, 17 Jan 2022 07:31:29 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Poema la &amp;quot;Semillita que despertó&amp;quot;</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/9edcb9a79-1.jpg&quot;  width=&quot;480&quot;  height=&quot;346&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;POES&amp;Iacute;A LA SEMILLITA QUE DESPERT&amp;Oacute;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/0495fa10.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/0495fa10.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;361&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;La docente del aula de cinco a&amp;ntilde;os ha colocado recientemente un libro de poes&amp;iacute;a en la biblioteca. Hoy dos ni&amp;ntilde;os han cogido ese libro y, luego de revisarlo, han escogido un poema y le han pedido a la docente que se los lea. Al notar los otros ni&amp;ntilde;os que la docente les leer&amp;aacute; el libro, varios se acercan a escuchar. A continuaci&amp;oacute;n, se presenta el poema que los ni&amp;ntilde;os escogieron:&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;lt;strong&amp;gt;LA SEMILLITA QUE DESPERT&amp;Oacute;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;img 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&quot; alt=&quot;&quot; /&amp;gt;&amp;lt;span style=&quot;mso-spacerun: yes;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Direcci&amp;oacute;n de Evaluaci&amp;oacute;n Docente 2020&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;El sol la alumbr&amp;oacute;,&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;su cuerpecito calent&amp;oacute;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;y la lluvia con sus gotitas la despert&amp;oacute;.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Entonces asom&amp;oacute; curiosa la semillita preciosa.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Abri&amp;oacute; muy grande sus ojos y en planta se convirti&amp;oacute;.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;La docente les pide a los ni&amp;ntilde;os que se pongan c&amp;oacute;modos y les muestra el poema. A continuaci&amp;oacute;n, la docente les lee el poema. &amp;iquest;Cu&amp;aacute;l de las siguientes acciones es m&amp;aacute;s pertinente para seguir acercando a los ni&amp;ntilde;os a este tipo de texto?, la acci&amp;oacute;n m&amp;aacute;s m&amp;aacute;s pertinente es la (a) y para usted &amp;iquest;Cu&amp;aacute;l es la respuesta?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff9900;&quot;&amp;gt;a. Leer el poema mientras todos escuchan con atenci&amp;oacute;n. Luego, invitarlos a compartir sus comentarios sobre lo que sintieron al escuchar el poema. Finalmente, pedirles que digan c&amp;oacute;mo se imaginan a la semillita, a la lluvia y al sol.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;b. Explicar a los ni&amp;ntilde;os que los poemas suelen tener palabras que suenan parecido. Luego, leerles el poema enfatizando palabras como &amp;ldquo;alumbr&amp;oacute;&amp;rdquo;, &amp;ldquo;calent&amp;oacute;&amp;rdquo; o &amp;ldquo;despert&amp;oacute;&amp;rdquo;. Finalmente, preguntarles qu&amp;eacute; palabras parecidas identificaron.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;c. Leerles el poema acompa&amp;ntilde;ando la lectura con movimientos corporales. Luego, preguntarles si les gust&amp;oacute; el poema y si quisieran aprenderlo. Finalmente, practicar con ellos cada verso hasta que logren recitar todo el poema por s&amp;iacute; solos.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
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   </media:content>
   <guid>https://prexas.com/poema-la-semillita-que-desperto_9edcb9a79.html</guid>
  </item>
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   <title>La apropiación del sistema de escritura</title>
   <link>https://prexas.com/la-apropiacion-del-sistema-de-escritura_d58d15276.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/d58d15276-1.jpg"  width="480"  height="347"  /></p><p><em><strong>LA APROPIACI&Oacute;N DEL SISTEMA DE ESCRITURA</strong></em></p>
<p class="MsoNormal" style="line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Los ni&ntilde;os del aula de cinco a&ntilde;os se est&aacute;n registrando en el cartel de responsabilidades usando tarjetas con sus nombres. En el aula est&aacute;n matriculados Manuel y Manuela, y, cuando le toca registrarse a Manuel, este coge la tarjeta de Manuela y r&aacute;pidamente la coloca en el cartel de responsabilidades. Al percatarse de este hecho, la docente interviene.</span></p>
<p class="MsoNormal" style="line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal" style="line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">En esta situaci&oacute;n, &iquest;qu&eacute; acci&oacute;n es <strong style="mso-bidi-font-weight: normal;"><u style="text-underline: #292829;">m&aacute;s</u> </strong>pertinente que realice la docente para continuar<span style="letter-spacing: -2.8pt;"> <span style="mso-spacerun: yes;">&nbsp;&nbsp;</span><span style="mso-spacerun: yes;">&nbsp;&nbsp;&nbsp;&nbsp;</span><span style="mso-spacerun: yes;">&nbsp;</span></span>favoreciendo la apropiaci&oacute;n del sistema de escritura en Manuel?, la respuestas es la (a) y para usted &iquest;Cu&aacute;l es la respuesta?</span></p>
<p class="MsoBodyText" style="margin-top: .15pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; color: #ffc000;">a. Pedir a Manuel que le muestre la tarjeta que ha colocado en el cartel y preguntarle por qu&eacute; piensa que es su tarjeta, c&oacute;mo termina su nombre y c&oacute;mo termina el nombre escrito en la tarjeta que eligi&oacute;. Luego, comparar las dos tarjetas con los nombres &ldquo;MANUEL&rdquo; y &ldquo;MANUELA&rdquo; y preguntarle en qu&eacute; cree que se diferencian. Finalmente, pedirle que se&ntilde;ale d&oacute;nde dice Manuel.</span></p>
<p class="MsoNormal" style="line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal" style="line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">b. Indicar a Manuel que la tarjeta que coloc&oacute; en el cartel dice &ldquo;MANUELA&rdquo; y no &ldquo;MANUEL&rdquo;, y entregarle la tarjeta con su nombre. Luego, decirle que la observe para que recuerde su nombre. Despu&eacute;s, invitarlo a escribir su nombre sin mirar la tarjeta. Finalmente, pedirle que repita esta acci&oacute;n hasta escribirlo correctamente.</span></p>
<p class="MsoNormal" style="line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">&nbsp;</span></p>
<p class="MsoNormal" style="line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">c. Presentar a Manuel una hoja de papel donde est&eacute;n escritos &ldquo;MANUEL&rdquo; y &ldquo;MANUEL&rdquo;. Luego, explicarle que all&iacute; est&aacute;n escritos los nombres Manuel y Manuela, pero incompletos. Despu&eacute;s, pedirle que los complete colocando la letra &ldquo;A&rdquo; en cada espacio vac&iacute;o. Finalmente, acompa&ntilde;arlo a leer ambos nombres.</span></p>
<p><a href="//prexas.com/uploads/articles/b7c096d7.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/b7c096d7.png" alt="" width="500" height="362" border="0" hspace="" vspace="" /></a></p>]]></description>
   <pubDate>Sun, 16 Jan 2022 23:51:36 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>La apropiación del sistema de escritura</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/d58d15276-1.jpg&quot;  width=&quot;480&quot;  height=&quot;347&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;em&amp;gt;&amp;lt;strong&amp;gt;LA APROPIACI&amp;Oacute;N DEL SISTEMA DE ESCRITURA&amp;lt;/strong&amp;gt;&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;Los ni&amp;ntilde;os del aula de cinco a&amp;ntilde;os se est&amp;aacute;n registrando en el cartel de responsabilidades usando tarjetas con sus nombres. En el aula est&amp;aacute;n matriculados Manuel y Manuela, y, cuando le toca registrarse a Manuel, este coge la tarjeta de Manuela y r&amp;aacute;pidamente la coloca en el cartel de responsabilidades. Al percatarse de este hecho, la docente interviene.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;En esta situaci&amp;oacute;n, &amp;iquest;qu&amp;eacute; acci&amp;oacute;n es &amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;u style=&quot;text-underline: #292829;&quot;&amp;gt;m&amp;aacute;s&amp;lt;/u&amp;gt; &amp;lt;/strong&amp;gt;pertinente que realice la docente para continuar&amp;lt;span style=&quot;letter-spacing: -2.8pt;&quot;&amp;gt; &amp;lt;span style=&quot;mso-spacerun: yes;&quot;&amp;gt;&amp;nbsp;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;mso-spacerun: yes;&quot;&amp;gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;mso-spacerun: yes;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;favoreciendo la apropiaci&amp;oacute;n del sistema de escritura en Manuel?, la respuestas es la (a) y para usted &amp;iquest;Cu&amp;aacute;l es la respuesta?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoBodyText&quot; style=&quot;margin-top: .15pt; line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;a. Pedir a Manuel que le muestre la tarjeta que ha colocado en el cartel y preguntarle por qu&amp;eacute; piensa que es su tarjeta, c&amp;oacute;mo termina su nombre y c&amp;oacute;mo termina el nombre escrito en la tarjeta que eligi&amp;oacute;. Luego, comparar las dos tarjetas con los nombres &amp;ldquo;MANUEL&amp;rdquo; y &amp;ldquo;MANUELA&amp;rdquo; y preguntarle en qu&amp;eacute; cree que se diferencian. Finalmente, pedirle que se&amp;ntilde;ale d&amp;oacute;nde dice Manuel.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;b. Indicar a Manuel que la tarjeta que coloc&amp;oacute; en el cartel dice &amp;ldquo;MANUELA&amp;rdquo; y no &amp;ldquo;MANUEL&amp;rdquo;, y entregarle la tarjeta con su nombre. Luego, decirle que la observe para que recuerde su nombre. Despu&amp;eacute;s, invitarlo a escribir su nombre sin mirar la tarjeta. Finalmente, pedirle que repita esta acci&amp;oacute;n hasta escribirlo correctamente.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif;&quot;&amp;gt;c. Presentar a Manuel una hoja de papel donde est&amp;eacute;n escritos &amp;ldquo;MANUEL&amp;rdquo; y &amp;ldquo;MANUEL&amp;rdquo;. Luego, explicarle que all&amp;iacute; est&amp;aacute;n escritos los nombres Manuel y Manuela, pero incompletos. Despu&amp;eacute;s, pedirle que los complete colocando la letra &amp;ldquo;A&amp;rdquo; en cada espacio vac&amp;iacute;o. Finalmente, acompa&amp;ntilde;arlo a leer ambos nombres.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/b7c096d7.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/b7c096d7.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;362&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
   <media:thumbnail url="https://prexas.com/uploads/thumbs/d58d15276-1.jpg"  width="480"  height="347" />
   </media:content>
   <guid>https://prexas.com/la-apropiacion-del-sistema-de-escritura_d58d15276.html</guid>
  </item>
  <item xmlns:media="http://search.yahoo.com/mrss/" xmlns:dcterms="http://purl.org/dc/terms/">
   <title>Uso del lenguaje gráfico plástico</title>
   <link>https://prexas.com/uso-del-lenguaje-grafico-plastico_c4fcf8f58.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/c4fcf8f58-1.jpg"  width="480"  height="345"  /></p><p><span style="color: #ffc000; font-family: Arial, sans-serif; font-size: 12pt;">USO DEL LENGUAJE GR&Aacute;FICO PL&Aacute;STICO</span></p>
<p class="MsoNormal" style="line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; color: #ffc000;">Los ni&ntilde;os del aula de cinco a&ntilde;os van a elaborar, por grupos, carteles para los sectores del sal&oacute;n. Para ello, se han agrupado seg&uacute;n su sector favorito. El docente busca aprovechar esta situaci&oacute;n para promover la expresi&oacute;n de los ni&ntilde;os mediante el uso del lenguaje gr&aacute;fico pl&aacute;stico. &iquest;Cu&aacute;l de las siguientes acciones es pertinente para ese prop&oacute;sito?, la respuesta es la (b) y para usted &iquest;Cu&aacute;l es la respuesta?</span></p>
<p><a href="//prexas.com/uploads/articles/762f63f8.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/762f63f8.png" alt="" width="500" height="360" border="0" hspace="" vspace="" /></a></p>]]></description>
   <pubDate>Sun, 16 Jan 2022 23:27:46 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Uso del lenguaje gráfico plástico</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/c4fcf8f58-1.jpg&quot;  width=&quot;480&quot;  height=&quot;345&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;span style=&quot;color: #ffc000; font-family: Arial, sans-serif; font-size: 12pt;&quot;&amp;gt;USO DEL LENGUAJE GR&amp;Aacute;FICO PL&amp;Aacute;STICO&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&amp;gt;&amp;lt;span lang=&quot;ES&quot; style=&quot;font-size: 12.0pt; line-height: 150%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;Los ni&amp;ntilde;os del aula de cinco a&amp;ntilde;os van a elaborar, por grupos, carteles para los sectores del sal&amp;oacute;n. Para ello, se han agrupado seg&amp;uacute;n su sector favorito. El docente busca aprovechar esta situaci&amp;oacute;n para promover la expresi&amp;oacute;n de los ni&amp;ntilde;os mediante el uso del lenguaje gr&amp;aacute;fico pl&amp;aacute;stico. &amp;iquest;Cu&amp;aacute;l de las siguientes acciones es pertinente para ese prop&amp;oacute;sito?, la respuesta es la (b) y para usted &amp;iquest;Cu&amp;aacute;l es la respuesta?&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/762f63f8.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/762f63f8.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;360&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
   <media:thumbnail url="https://prexas.com/uploads/thumbs/c4fcf8f58-1.jpg"  width="480"  height="345" />
   </media:content>
   <guid>https://prexas.com/uso-del-lenguaje-grafico-plastico_c4fcf8f58.html</guid>
  </item>
  <item xmlns:media="http://search.yahoo.com/mrss/" xmlns:dcterms="http://purl.org/dc/terms/">
   <title>Los niveles de representación de la función simbólica.</title>
   <link>https://prexas.com/los-niveles-de-representacion-de-la-funcion-simbolica_db2f841a2.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/db2f841a2-1.jpg"  width="480"  height="372"  /></p><p><strong>LOS NIVELES DE REPRESENTACI&Oacute;N DE LA FUNCI&Oacute;N SIMB&Oacute;LICA</strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ffc000; font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Respecto a los niveles de representaci&oacute;n de la funci&oacute;n simb&oacute;lica, &iquest;en cu&aacute;l de las siguientes situaciones la acci&oacute;n de la ni&ntilde;a evidencia el nivel objeto?, BUENO PARA M&Iacute; SER&Iacute;A LA (a), y para usted&nbsp;</span><span style="font-size: 16px;">&iquest;Cu&aacute;l</span><span style="font-size: 12pt;"> es la respuesta?...........</span></span></p>
<p>&nbsp;</p>
<p><a href="//prexas.com/uploads/articles/733f9fd4.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/733f9fd4.png" alt="" width="681" height="452" border="0" hspace="" vspace="" /></a></p>]]></description>
   <pubDate>Sun, 16 Jan 2022 16:51:25 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Los niveles de representación de la función simbólica.</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/db2f841a2-1.jpg&quot;  width=&quot;480&quot;  height=&quot;372&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;strong&amp;gt;LOS NIVELES DE REPRESENTACI&amp;Oacute;N DE LA FUNCI&amp;Oacute;N SIMB&amp;Oacute;LICA&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ffc000; font-family: Arial, sans-serif;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt;&quot;&amp;gt;Respecto a los niveles de representaci&amp;oacute;n de la funci&amp;oacute;n simb&amp;oacute;lica, &amp;iquest;en cu&amp;aacute;l de las siguientes situaciones la acci&amp;oacute;n de la ni&amp;ntilde;a evidencia el nivel objeto?, BUENO PARA M&amp;Iacute; SER&amp;Iacute;A LA (a), y para usted&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;font-size: 16px;&quot;&amp;gt;&amp;iquest;Cu&amp;aacute;l&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;font-size: 12pt;&quot;&amp;gt; es la respuesta?...........&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/733f9fd4.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/733f9fd4.png&quot; alt=&quot;&quot; width=&quot;681&quot; height=&quot;452&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
   <media:thumbnail url="https://prexas.com/uploads/thumbs/db2f841a2-1.jpg"  width="480"  height="372" />
   </media:content>
   <guid>https://prexas.com/los-niveles-de-representacion-de-la-funcion-simbolica_db2f841a2.html</guid>
  </item>
  <item xmlns:media="http://search.yahoo.com/mrss/" xmlns:dcterms="http://purl.org/dc/terms/">
   <title>Lee el cuento, Paco viaja a la luna</title>
   <link>https://prexas.com/lee-el-cuento-paco-viaja-a-la-luna_bb6b70c3d.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/bb6b70c3d-1.jpg"  /></p><p class="MsoNormal" style="text-align: left;" align="center"><span style="color: #ffc000; font-family: Arial, sans-serif;"><strong style="font-size: 21.3333px;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Lee el cuento, Paco viaja a la luna y responde sobre la </span></span></span></span></strong><span style="font-size: 21.3333px;"><strong><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">informaci&oacute;n</span></span></span></span></strong></span><strong style="font-size: 21.3333px;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> limpia, inferencias y la reflexi&oacute;n.</span></span></span></span></strong></span></p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 16.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">PACO VIAJA A LA LUNA</span></span></span></span></span></strong></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">&nbsp;</span></p>
<p class="MsoNormal"><img 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" alt="" width="663" height="390" /></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Paco era un ratoncito al que le gustaba el queso. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Una noche, mientras &eacute;l y sus amigos ratones observaban la Luna llena, su amigo Ram&oacute;n dijo que la Luna era de queso, el mejor y m&aacute;s sabroso. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Al o&iacute;rlo, Paco sinti&oacute; mucha curiosidad y desde ese momento so&ntilde;aba con darle un mordisco a la Luna.</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Despu&eacute;s de pensarlo, Paco decidi&oacute; construir una nave espacial. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Luego de mucho trabajo, esta qued&oacute; lista y emprendi&oacute; su viaje a la Luna.</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Al alunizar, Paco se sinti&oacute; muy alegre. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Cuando baj&oacute; de la nave, empez&oacute; a dar saltos, tantos, que se cay&oacute; y se golpe&oacute; contra la superficie de la Luna. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Una enorme piedra le lastim&oacute; las rodillas. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Sin embargo, pronto recuper&oacute; su alegr&iacute;a, pues estaba a punto de cumplir su deseo.</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Entonces, se prepar&oacute; para ello. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Lo primero que hizo fue limpiarse los dientes. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Despu&eacute;s, abri&oacute; la boca grande, muy grande. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Por &uacute;ltimo, le dio un gran mordisco a la Luna. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Pero, al hacerlo, se rompieron los dientes.</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Paco se dio cuenta de que la Luna no era de queso y se sintio triste. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Desde donde estaba, se vio la Tierra, redonda y azul. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Record&oacute; lo hermoso que eran sus monta&ntilde;as, sus r&iacute;os, sus &aacute;rboles. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Pens&oacute; en cu&aacute;nto extra&ntilde;aba a sus amigos ratones y hasta a los gatos que no se cansaban de perseguirlos. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Pens&oacute; que para realizar su viaje hab&iacute;a dejado atr&aacute;s muchas cosas importantes y, aunque era muy valiente, no pudo evitar que unas l&aacute;grimas rodaran por sus mejillas.</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Al verlo, la Luna se enterneci&oacute;. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Para calmar la tristeza de Paco, comenz&oacute; a balancearlo despacito ya cantarle canciones que hablaron de estrellas, planetas, meteoritos y galaxias. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">En pocos minutos, Paco se qued&oacute; dormido y so&ntilde;&oacute; que mord&iacute;a un enorme pedazo de queso. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Mientras so&ntilde;aba, una sonrisa apareci&oacute; en su rostro.</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Al despertar, Paco agradeci&oacute; a la Luna por recibirlo con cari&ntilde;o y le dijo que era momento de regresar a casa, al lado de sus amigos. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Subi&eacute;ndose a su nave espacial, se despidi&oacute; de ella y emprendi&oacute; el regreso.</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Adaptado de Carballeira, P. y Barrio B. (2003). </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Paco.</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;Cu&aacute;l de las siguientes preguntas es pertinente para que los ni&ntilde;os identifiquen informaci&oacute;n limpia en este cuento?, la respuesta para m&iacute; ser&iacute;a la (b) y para usted cu&aacute;l ser&iacute;a la respuesta. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Responde&hellip;&hellip;&hellip;&hellip;&hellip;</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">a. &iquest;Qu&eacute; ser&aacute; mejor decir &ldquo;alunizar&rdquo;?</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12pt; line-height: 107%; font-family: Arial, sans-serif; color: #00ff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">b. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;Qui&eacute;n le cont&oacute; a Paco que la Luna era de queso?</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">c. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;A ustedes tambi&eacute;n les gustar&iacute;a viajar a la Luna? </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;Por qu&eacute;?</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;Cu&aacute;l de las siguientes preguntas es pertinente para que los ni&ntilde;os realicen inferencias sobre este cuento?, la respuesta para m&iacute; ser&iacute;a la (c) y para usted cu&aacute;l ser&iacute;a la respuesta. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Responde&hellip;&hellip;&hellip;&hellip;&hellip;</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">a. &iquest;Qu&eacute; te parece la decisi&oacute;n de Paco de viajar a la Luna?</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">b. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;Qu&eacute; hizo la Luna para calmar la tristeza de Paco?</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12pt; line-height: 107%; font-family: Arial, sans-serif; color: #00ff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">c. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;De qu&eacute; estar&aacute; hecha la Luna?</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;Cu&aacute;l de las siguientes preguntas es pertinente para que los ni&ntilde;os reflexionen sobre el contenido de este cuento?, la respuesta para m&iacute; ser&iacute;a la (c) y para usted cu&aacute;l ser&iacute;a la respuesta. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Responde&hellip;&hellip;&hellip;&hellip;&hellip;</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">a. &iquest;Por qu&eacute; Paco sonri&oacute; mientras dorm&iacute;a?</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #ffc000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">b. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;De qu&eacute; hablaron las canciones que la Luna le cant&oacute; a Paco?</span></span></span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12pt; line-height: 107%; font-family: Arial, sans-serif; color: #00ff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">c. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;Crees que vali&oacute; la pena todo el esfuerzo que hizo Paco para ir a la Luna?</span></span></span></span></span></p>]]></description>
   <pubDate>Sun, 16 Jan 2022 15:54:39 -0500</pubDate>
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   <media:title>Lee el cuento, Paco viaja a la luna</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/bb6b70c3d-1.jpg&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;span style=&quot;color: #ffc000; font-family: Arial, sans-serif;&quot;&amp;gt;&amp;lt;strong style=&quot;font-size: 21.3333px;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Lee el cuento, Paco viaja a la luna y responde sobre la &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-size: 21.3333px;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;informaci&amp;oacute;n&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;strong style=&quot;font-size: 21.3333px;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt; limpia, inferencias y la reflexi&amp;oacute;n.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 16.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;PACO VIAJA A LA LUNA&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
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&quot; alt=&quot;&quot; width=&quot;663&quot; height=&quot;390&quot; /&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Paco era un ratoncito al que le gustaba el queso. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Una noche, mientras &amp;eacute;l y sus amigos ratones observaban la Luna llena, su amigo Ram&amp;oacute;n dijo que la Luna era de queso, el mejor y m&amp;aacute;s sabroso. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Al o&amp;iacute;rlo, Paco sinti&amp;oacute; mucha curiosidad y desde ese momento so&amp;ntilde;aba con darle un mordisco a la Luna.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Despu&amp;eacute;s de pensarlo, Paco decidi&amp;oacute; construir una nave espacial. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Luego de mucho trabajo, esta qued&amp;oacute; lista y emprendi&amp;oacute; su viaje a la Luna.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Al alunizar, Paco se sinti&amp;oacute; muy alegre. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Cuando baj&amp;oacute; de la nave, empez&amp;oacute; a dar saltos, tantos, que se cay&amp;oacute; y se golpe&amp;oacute; contra la superficie de la Luna. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Una enorme piedra le lastim&amp;oacute; las rodillas. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Sin embargo, pronto recuper&amp;oacute; su alegr&amp;iacute;a, pues estaba a punto de cumplir su deseo.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Entonces, se prepar&amp;oacute; para ello. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Lo primero que hizo fue limpiarse los dientes. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Despu&amp;eacute;s, abri&amp;oacute; la boca grande, muy grande. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Por &amp;uacute;ltimo, le dio un gran mordisco a la Luna. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Pero, al hacerlo, se rompieron los dientes.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Paco se dio cuenta de que la Luna no era de queso y se sintio triste. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Desde donde estaba, se vio la Tierra, redonda y azul. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Record&amp;oacute; lo hermoso que eran sus monta&amp;ntilde;as, sus r&amp;iacute;os, sus &amp;aacute;rboles. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Pens&amp;oacute; en cu&amp;aacute;nto extra&amp;ntilde;aba a sus amigos ratones y hasta a los gatos que no se cansaban de perseguirlos. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Pens&amp;oacute; que para realizar su viaje hab&amp;iacute;a dejado atr&amp;aacute;s muchas cosas importantes y, aunque era muy valiente, no pudo evitar que unas l&amp;aacute;grimas rodaran por sus mejillas.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Al verlo, la Luna se enterneci&amp;oacute;. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Para calmar la tristeza de Paco, comenz&amp;oacute; a balancearlo despacito ya cantarle canciones que hablaron de estrellas, planetas, meteoritos y galaxias. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;En pocos minutos, Paco se qued&amp;oacute; dormido y so&amp;ntilde;&amp;oacute; que mord&amp;iacute;a un enorme pedazo de queso. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Mientras so&amp;ntilde;aba, una sonrisa apareci&amp;oacute; en su rostro.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Al despertar, Paco agradeci&amp;oacute; a la Luna por recibirlo con cari&amp;ntilde;o y le dijo que era momento de regresar a casa, al lado de sus amigos. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Subi&amp;eacute;ndose a su nave espacial, se despidi&amp;oacute; de ella y emprendi&amp;oacute; el regreso.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Adaptado de Carballeira, P. y Barrio B. (2003). &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Paco.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;Cu&amp;aacute;l de las siguientes preguntas es pertinente para que los ni&amp;ntilde;os identifiquen informaci&amp;oacute;n limpia en este cuento?, la respuesta para m&amp;iacute; ser&amp;iacute;a la (b) y para usted cu&amp;aacute;l ser&amp;iacute;a la respuesta. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Responde&amp;hellip;&amp;hellip;&amp;hellip;&amp;hellip;&amp;hellip;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;a. &amp;iquest;Qu&amp;eacute; ser&amp;aacute; mejor decir &amp;ldquo;alunizar&amp;rdquo;?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; line-height: 107%; font-family: Arial, sans-serif; color: #00ff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;b. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;Qui&amp;eacute;n le cont&amp;oacute; a Paco que la Luna era de queso?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;c. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;A ustedes tambi&amp;eacute;n les gustar&amp;iacute;a viajar a la Luna? &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;Por qu&amp;eacute;?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;Cu&amp;aacute;l de las siguientes preguntas es pertinente para que los ni&amp;ntilde;os realicen inferencias sobre este cuento?, la respuesta para m&amp;iacute; ser&amp;iacute;a la (c) y para usted cu&amp;aacute;l ser&amp;iacute;a la respuesta. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Responde&amp;hellip;&amp;hellip;&amp;hellip;&amp;hellip;&amp;hellip;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;a. &amp;iquest;Qu&amp;eacute; te parece la decisi&amp;oacute;n de Paco de viajar a la Luna?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;b. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;Qu&amp;eacute; hizo la Luna para calmar la tristeza de Paco?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; line-height: 107%; font-family: Arial, sans-serif; color: #00ff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;c. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;De qu&amp;eacute; estar&amp;aacute; hecha la Luna?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;Cu&amp;aacute;l de las siguientes preguntas es pertinente para que los ni&amp;ntilde;os reflexionen sobre el contenido de este cuento?, la respuesta para m&amp;iacute; ser&amp;iacute;a la (c) y para usted cu&amp;aacute;l ser&amp;iacute;a la respuesta. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Responde&amp;hellip;&amp;hellip;&amp;hellip;&amp;hellip;&amp;hellip;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;a. &amp;iquest;Por qu&amp;eacute; Paco sonri&amp;oacute; mientras dorm&amp;iacute;a?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #ffc000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;b. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;De qu&amp;eacute; hablaron las canciones que la Luna le cant&amp;oacute; a Paco?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; line-height: 107%; font-family: Arial, sans-serif; color: #00ff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;c. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;Crees que vali&amp;oacute; la pena todo el esfuerzo que hizo Paco para ir a la Luna?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
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   <guid>https://prexas.com/lee-el-cuento-paco-viaja-a-la-luna_bb6b70c3d.html</guid>
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   <title>Desarrollo de la expresión oral de los niños</title>
   <link>https://prexas.com/desarrollo-de-la-expresion-oral-de-los-ninos_f9e2db837.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/f9e2db837-1.jpg"  width="480"  height="372"  /></p><p><em><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">DESARROLLO DE LA EXPRESI&Oacute;N ORAL DE LOS NI&Ntilde;OS</span></strong></em></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">Mariano y C&eacute;sar, de cuatro a&ntilde;os, est&aacute;n construyendo una maqueta. De pronto, se les acaba la goma. Entonces, levantando la voz, llaman a la docente:</span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">&nbsp;</span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong><span style="font-size: 13pt; font-family: Arial, sans-serif;">Mariano</span></strong><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">: &iexcl;Se&ntilde;oiiiita! &iexcl;Se&ntilde;oiiiiita!</span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong><span style="font-size: 13pt; font-family: Arial, sans-serif;">C&eacute;sar</span></strong><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">: &iexcl;Empr&eacute;stanos tu goma!</span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">&nbsp;</span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">La docente, que se encuentra en el otro extremo del aula, se acerca. En esa situaci&oacute;n, &iquest;qu&eacute; intervenci&oacute;n es pertinente para favorecer el desarrollo de la expresi&oacute;n oral de los ni&ntilde;os?, creo que es la (c), y para usted &iquest;Cu&aacute;l es la respuesta?</span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">&nbsp;</span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">a. &ldquo;Mariano, C&eacute;sar, as&iacute; no los puedo entender. Pidan lo que necesiten, pero sin gritar&rdquo;.</span></strong></span></p>
<p class="MsoNormal"><span style="color: #ff0000;">&nbsp;</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">b. &ldquo;A ver, Mariano, repite conmigo: &lsquo;Se-&ntilde;o-ri-ta&rsquo;. Ahora t&uacute;, C&eacute;sar: &lsquo;Pr&eacute;s-ta-nos&rsquo;&rdquo;.</span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;">&nbsp;</span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 13pt; font-family: Arial, sans-serif;"><span style="color: #00ff00;">c. &ldquo;Mariano y C&eacute;sar, les presto la goma, cu&eacute;ntenme, &iquest;para qu&eacute; la necesitan?&rdquo;.</span></span></strong></span></p>
<p><a href="//prexas.com/uploads/articles/8e6267e1.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/8e6267e1.png" alt="" width="500" height="388" border="0" hspace="" vspace="" /></a></p>]]></description>
   <pubDate>Sun, 16 Jan 2022 15:20:56 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Desarrollo de la expresión oral de los niños</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/f9e2db837-1.jpg&quot;  width=&quot;480&quot;  height=&quot;372&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;em&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;DESARROLLO DE LA EXPRESI&amp;Oacute;N ORAL DE LOS NI&amp;Ntilde;OS&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;Mariano y C&amp;eacute;sar, de cuatro a&amp;ntilde;os, est&amp;aacute;n construyendo una maqueta. De pronto, se les acaba la goma. Entonces, levantando la voz, llaman a la docente:&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;Mariano&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;: &amp;iexcl;Se&amp;ntilde;oiiiita! &amp;iexcl;Se&amp;ntilde;oiiiiita!&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;C&amp;eacute;sar&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;: &amp;iexcl;Empr&amp;eacute;stanos tu goma!&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;La docente, que se encuentra en el otro extremo del aula, se acerca. En esa situaci&amp;oacute;n, &amp;iquest;qu&amp;eacute; intervenci&amp;oacute;n es pertinente para favorecer el desarrollo de la expresi&amp;oacute;n oral de los ni&amp;ntilde;os?, creo que es la (c), y para usted &amp;iquest;Cu&amp;aacute;l es la respuesta?&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;a. &amp;ldquo;Mariano, C&amp;eacute;sar, as&amp;iacute; no los puedo entender. Pidan lo que necesiten, pero sin gritar&amp;rdquo;.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;b. &amp;ldquo;A ver, Mariano, repite conmigo: &amp;lsquo;Se-&amp;ntilde;o-ri-ta&amp;rsquo;. Ahora t&amp;uacute;, C&amp;eacute;sar: &amp;lsquo;Pr&amp;eacute;s-ta-nos&amp;rsquo;&amp;rdquo;.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 13pt; font-family: Arial, sans-serif;&quot;&amp;gt;&amp;lt;span style=&quot;color: #00ff00;&quot;&amp;gt;c. &amp;ldquo;Mariano y C&amp;eacute;sar, les presto la goma, cu&amp;eacute;ntenme, &amp;iquest;para qu&amp;eacute; la necesitan?&amp;rdquo;.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/8e6267e1.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/8e6267e1.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;388&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
   <media:thumbnail url="https://prexas.com/uploads/thumbs/f9e2db837-1.jpg"  width="480"  height="372" />
   </media:content>
   <guid>https://prexas.com/desarrollo-de-la-expresion-oral-de-los-ninos_f9e2db837.html</guid>
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  <item xmlns:media="http://search.yahoo.com/mrss/" xmlns:dcterms="http://purl.org/dc/terms/">
   <title>Apropiación del sistema de escritura en los niños</title>
   <link>https://prexas.com/apropiacion-del-sistema-de-escritura-en-los-ninos_33cee7168.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/33cee7168-1.jpg"  /></p><p><span style="color: #ffff00;"><strong><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">APROPIACI&Oacute;N DEL SISTEMA DE ESCRITURA EN LOS NI&Ntilde;OS</span></span></span></span></span></span></span></span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Los ni&ntilde;os de cinco a&ntilde;os est&aacute;n organizando una poller&iacute;a en el aula, y han decidido que esta se llamar&aacute; &ldquo;Pollito rico&rdquo;. </span></span></span></span></span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ahora, le piden a la docente que les ayude a escribir un cartel con el nombre de la poller&iacute;a.</span></span></span></span></span></span></span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ffff00; font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">En esta situaci&oacute;n, </span></span></span></span></span></span></span></span></span><span style="font-size: 16px;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;Cu&aacute;l </span></span></span></span></span></span></span></span></span><span style="font-size: 12pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">de las siguientes acciones es pertinente que realice el docente para favorecer la apropiaci&oacute;n del sistema de escritura en los ni&ntilde;os?, la respuesta ser&iacute;a (b) y para usted &iquest;Cu&aacute;l ser&iacute;a?, responda.</span></span></span></span></span></span></span></span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;">&nbsp;</p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><strong><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: yellow;">a.</span></strong><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: yellow;"> Repartir a los ni&ntilde;os revistas y pedirles que recorten las letras que deseen. Luego, escribir el nombre de la poller&iacute;a en la pizarra y pedirles que se gu&iacute;en de ese escrito para armar su cartel con las letras que recortaron.</span></p>
<p class="MsoNormal"><span style="color: yellow;">&nbsp;</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><strong><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: yellow;">b.</span></strong><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: yellow;"> Pedir a los ni&ntilde;os que busquen en los carteles y otros escritos en el aula palabras que empiecen como el nombre de la poller&iacute;a y otras palabras que creen que les servir&aacute;n. Finalmente, escribir el cartel junto con los ni&ntilde;os.</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: yellow;">&nbsp;</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;">&nbsp;</p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><strong><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: yellow;">c.</span></strong><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: yellow;"> Mostrar a los ni&ntilde;os un abecedario. Luego, pedirles que se&ntilde;alen en este la &ldquo;P&rdquo; y la escriban. A continuaci&oacute;n, pedirles que identifiquen la &ldquo;O&rdquo; y tambi&eacute;n la escriban. Continuar con ese procedimiento hasta que los ni&ntilde;os escriban el nombre completo de la poller&iacute;a.</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;">&nbsp;</p>
<p><a href="//prexas.com/uploads/articles/6cfe575a.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/6cfe575a.png" alt="" width="500" height="382" border="0" hspace="" vspace="" /></a></p>]]></description>
   <pubDate>Sun, 16 Jan 2022 11:53:37 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Apropiación del sistema de escritura en los niños</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/33cee7168-1.jpg&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;span style=&quot;color: #ffff00;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;APROPIACI&amp;Oacute;N DEL SISTEMA DE ESCRITURA EN LOS NI&amp;Ntilde;OS&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Los ni&amp;ntilde;os de cinco a&amp;ntilde;os est&amp;aacute;n organizando una poller&amp;iacute;a en el aula, y han decidido que esta se llamar&amp;aacute; &amp;ldquo;Pollito rico&amp;rdquo;. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Ahora, le piden a la docente que les ayude a escribir un cartel con el nombre de la poller&amp;iacute;a.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ffff00; font-family: Arial, sans-serif;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;En esta situaci&amp;oacute;n, &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;font-size: 16px;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;Cu&amp;aacute;l &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;font-size: 12pt;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;de las siguientes acciones es pertinente que realice el docente para favorecer la apropiaci&amp;oacute;n del sistema de escritura en los ni&amp;ntilde;os?, la respuesta ser&amp;iacute;a (b) y para usted &amp;iquest;Cu&amp;aacute;l ser&amp;iacute;a?, responda.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: yellow;&quot;&amp;gt;a.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: yellow;&quot;&amp;gt; Repartir a los ni&amp;ntilde;os revistas y pedirles que recorten las letras que deseen. Luego, escribir el nombre de la poller&amp;iacute;a en la pizarra y pedirles que se gu&amp;iacute;en de ese escrito para armar su cartel con las letras que recortaron.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;color: yellow;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: yellow;&quot;&amp;gt;b.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: yellow;&quot;&amp;gt; Pedir a los ni&amp;ntilde;os que busquen en los carteles y otros escritos en el aula palabras que empiecen como el nombre de la poller&amp;iacute;a y otras palabras que creen que les servir&amp;aacute;n. Finalmente, escribir el cartel junto con los ni&amp;ntilde;os.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: yellow;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: yellow;&quot;&amp;gt;c.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: yellow;&quot;&amp;gt; Mostrar a los ni&amp;ntilde;os un abecedario. Luego, pedirles que se&amp;ntilde;alen en este la &amp;ldquo;P&amp;rdquo; y la escriban. A continuaci&amp;oacute;n, pedirles que identifiquen la &amp;ldquo;O&amp;rdquo; y tambi&amp;eacute;n la escriban. Continuar con ese procedimiento hasta que los ni&amp;ntilde;os escriban el nombre completo de la poller&amp;iacute;a.&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/6cfe575a.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/6cfe575a.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;382&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
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   <title>Niveles de apropiación del sistema de escritura</title>
   <link>https://prexas.com/niveles-de-apropiacion-del-sistema-de-escritura_31f5b04df.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/31f5b04df-1.jpg"  /></p><p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><em><strong><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ff0000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">NIVELES DE APROPIACION DEL SISTEMA DE ESCRITURA.</span></span></span></strong></em></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Lisbeth, de cinco a&ntilde;os, llega al aula con la lista que escribi&oacute; para ir a comprar a la panader&iacute;a.</span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Al ver a la docente, se la muestra. </span><span style="vertical-align: inherit;">Cuando la docente le pregunta qu&eacute; escribi&oacute; en la lista, la ni&ntilde;a contesta: &ldquo;Pan, mantequilla y mermelada&rdquo;.</span></span></span></p>
<p class="MsoNormal"><span style="font-size: 12pt; line-height: 107%; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">A continuaci&oacute;n, se presenta el escrito de la ni&ntilde;a:</span></span></span></p>
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" alt="" width="672" height="434" /></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: #292829;">&nbsp;</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Considerando los niveles de apropiaci&oacute;n del sistema de escritura propuestos por Emilia Ferreiro y Ana Teberosky, &iquest;en qu&eacute; nivel se encuentra Lisbeth?, la respuesta ser&iacute;a la (a), y para usted &iquest;Cu&aacute;l ser&iacute;a?, responda.</span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: #292829;">&nbsp;</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: red;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">a. Presil&aacute;bico.</span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;">&nbsp;</p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">b. </span><span style="vertical-align: inherit;">Sil&aacute;bico.</span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;">&nbsp;</p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">c. </span><span style="vertical-align: inherit;">Sil&aacute;bico alfab&eacute;tico.</span></span></span></p>
<p><a href="//prexas.com/uploads/articles/684f67ab.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/684f67ab.png" alt="" width="500" height="380" border="0" hspace="" vspace="" /></a></p>]]></description>
   <pubDate>Sun, 16 Jan 2022 10:44:52 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
   <media:player url="https://prexas.com/players/flowplayer2/flowplayer.swf" />
   <media:title>Niveles de apropiación del sistema de escritura</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/31f5b04df-1.jpg&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;em&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ff0000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;NIVELES DE APROPIACION DEL SISTEMA DE ESCRITURA.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/em&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Lisbeth, de cinco a&amp;ntilde;os, llega al aula con la lista que escribi&amp;oacute; para ir a comprar a la panader&amp;iacute;a.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Al ver a la docente, se la muestra. &amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Cuando la docente le pregunta qu&amp;eacute; escribi&amp;oacute; en la lista, la ni&amp;ntilde;a contesta: &amp;ldquo;Pan, mantequilla y mermelada&amp;rdquo;.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; line-height: 107%; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;A continuaci&amp;oacute;n, se presenta el escrito de la ni&amp;ntilde;a:&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;img 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&quot; alt=&quot;&quot; width=&quot;672&quot; height=&quot;434&quot; /&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: #292829;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Considerando los niveles de apropiaci&amp;oacute;n del sistema de escritura propuestos por Emilia Ferreiro y Ana Teberosky, &amp;iquest;en qu&amp;eacute; nivel se encuentra Lisbeth?, la respuesta ser&amp;iacute;a la (a), y para usted &amp;iquest;Cu&amp;aacute;l ser&amp;iacute;a?, responda.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: #292829;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: red;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;a. Presil&amp;aacute;bico.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;b. &amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Sil&amp;aacute;bico.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;nbsp;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;c. &amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Sil&amp;aacute;bico alfab&amp;eacute;tico.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/684f67ab.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/684f67ab.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;380&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
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   <guid>https://prexas.com/niveles-de-apropiacion-del-sistema-de-escritura_31f5b04df.html</guid>
  </item>
  <item xmlns:media="http://search.yahoo.com/mrss/" xmlns:dcterms="http://purl.org/dc/terms/">
   <title>Expresión corporal de los niños</title>
   <link>https://prexas.com/expresion-corporal-de-los-ninos_0051ceed0.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/0051ceed0-1.jpg"  /></p><p><span style="color: #339966;"><strong><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">EXPRESI&Oacute;N CORPORAL DE LOS NI&Ntilde;OS.</span></span></span></span></strong></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ffff00;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Los ni&ntilde;os del aula de cinco a&ntilde;os quieren presentar una danza para el d&iacute;a de la madre. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">En el momento inicial de la preparaci&oacute;n, </span></span></span></span></span><span style="font-size: 16px;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&iquest;Cu&aacute;l </span></span></span></span></span><span style="font-size: 12pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">&nbsp;de las siguientes acciones es</span></span></span></span></span></span><strong style="font-family: Arial, sans-serif; font-size: 12pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"> m&aacute;s </span></span></span></span></strong><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">pertinente para favorecer la expresi&oacute;n corporal de los ni&ntilde;os?</span></span></span></span></span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">La respuesta es la (a) y para usted &iquest;Cu&aacute;l es?</span></span></span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: #292829;">&nbsp;</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: #292829;"><span style="color: #ff0000;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">a. Pedir a los ni&ntilde;os que se sientan en diferentes lugares, y se saquen los zapatos y las medias. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Luego, decirles que escuchen la m&uacute;sica con los ojos cerrados y, cuando est&eacute;n listos, bailen como gusten.</span></span></span></span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: #292829;">&nbsp;</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">b.&nbsp; </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Organizar a los ni&ntilde;os en c&iacute;rculo y colocarse al centro de este. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Luego, ense&ntilde;arles c&oacute;mo realizar cada uno de los pasos de baile para que despu&eacute;s ellos puedan ponerlos en pr&aacute;ctica.</span></span></span></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;">&nbsp;</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">c.&nbsp; </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Trazar en el piso un circuito con c&iacute;rculos y flechas. </span></span></span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Luego, recorrer con ellos el circuito indic&aacute;ndoles los desplazamientos que realizar&aacute;n en cada segmento.</span></span></span></span></span></p>
<p><a href="//prexas.com/uploads/articles/4b034f75.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/4b034f75.png" alt="" width="500" height="314" border="0" hspace="" vspace="" /></a></p>]]></description>
   <pubDate>Sat, 15 Jan 2022 12:44:34 -0500</pubDate>
   <media:content medium="video" type="video/x-flv"  height="401" width="638" >
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   <media:title>Expresión corporal de los niños</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/0051ceed0-1.jpg&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p&amp;gt;&amp;lt;span style=&quot;color: #339966;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;EXPRESI&amp;Oacute;N CORPORAL DE LOS NI&amp;Ntilde;OS.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;font-family: Arial, sans-serif;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Los ni&amp;ntilde;os del aula de cinco a&amp;ntilde;os quieren presentar una danza para el d&amp;iacute;a de la madre. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;En el momento inicial de la preparaci&amp;oacute;n, &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;font-size: 16px;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;iquest;Cu&amp;aacute;l &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;font-size: 12pt;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;nbsp;de las siguientes acciones es&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;strong style=&quot;font-family: Arial, sans-serif; font-size: 12pt;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt; m&amp;aacute;s &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;span style=&quot;font-family: Arial, sans-serif;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;pertinente para favorecer la expresi&amp;oacute;n corporal de los ni&amp;ntilde;os?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;La respuesta es la (a) y para usted &amp;iquest;Cu&amp;aacute;l es?&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: #292829;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: #292829;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;a. Pedir a los ni&amp;ntilde;os que se sientan en diferentes lugares, y se saquen los zapatos y las medias. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Luego, decirles que escuchen la m&amp;uacute;sica con los ojos cerrados y, cuando est&amp;eacute;n listos, bailen como gusten.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12.0pt; font-family: &apos;Arial&apos;,sans-serif; color: #292829;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;b.&amp;nbsp; &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Organizar a los ni&amp;ntilde;os en c&amp;iacute;rculo y colocarse al centro de este. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Luego, ense&amp;ntilde;arles c&amp;oacute;mo realizar cada uno de los pasos de baile para que despu&amp;eacute;s ellos puedan ponerlos en pr&amp;aacute;ctica.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #ffff00;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;c.&amp;nbsp; &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Trazar en el piso un circuito con c&amp;iacute;rculos y flechas. &amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;&amp;lt;span style=&quot;vertical-align: inherit;&quot;&amp;gt;Luego, recorrer con ellos el circuito indic&amp;aacute;ndoles los desplazamientos que realizar&amp;aacute;n en cada segmento.&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/4b034f75.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/4b034f75.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;314&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
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   <title>Nivel de presentación de la función simbólica de un niño</title>
   <link>https://prexas.com/nivel-de-presentacion-de-la-funcion-simbolica-de-un-nino_6f5a0f781.html</link>
   <description><![CDATA[<p><img src="https://prexas.com/uploads/thumbs/6f5a0f781-1.jpg"  width="480"  height="319"  /></p><p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt; font-family: 'Arial',sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;">NIVEL DE PRESENTACI&Oacute;N DE LA FUNCI&Oacute;N SIMB&Oacute;LICA DE UN NI&Ntilde;O.</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt; font-family: 'Arial',sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;">La docente y los ni&ntilde;os del aula de cinco a&ntilde;os visitan la casa de V&iacute;ctor, un compa&ntilde;ero del aula cuya familia cr&iacute;a animales de corral, como patos, gallinas y pollitos. La mayor&iacute;a de los ni&ntilde;os ya ha visto antes este tipo de animales. Durante la visita, el grupo observa distintas huellas. Se&ntilde;alando una de ellas, Juan dice: &ldquo;&iexcl;Miren esas huellas!, &iquest;adivinen de qu&eacute; animal es?&rdquo;.</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt; font-family: 'Arial',sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;">&nbsp;</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><span style="color: #ff0000; font-family: Arial, sans-serif;"><span style="font-size: 18pt;"><strong>&iquest;Qu&eacute; nivel de representaci&oacute;n de la funci&oacute;n simb&oacute;lica se evidencia en la intervenci&oacute;n de Juan?, la respuesta es la (b), y para usted </strong></span><span style="font-size: 24px;"><strong>&iquest;Cu&aacute;l</strong></span><span style="font-size: 18pt;"><strong> es?</strong></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt; font-family: 'Arial',sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;">&nbsp;</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt; font-family: 'Arial',sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;">a. Objeto.</span></strong></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt; font-family: 'Arial',sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;">b. Indicio.</span></strong></p>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt; line-height: 107%; font-family: 'Arial',sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;">c. S&iacute;mbolo.</span></strong></p>
<p><a href="//prexas.com/uploads/articles/e9c7850d.png" rel="prettyPhoto[phpmelody]"><img src="//prexas.com/uploads/articles/e9c7850d.png" alt="" width="500" height="333" border="0" hspace="" vspace="" /></a></p>]]></description>
   <pubDate>Sat, 15 Jan 2022 12:22:30 -0500</pubDate>
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   <media:title>Nivel de presentación de la función simbólica de un niño</media:title>
   <media:description>&amp;lt;![CDATA[&amp;lt;p&amp;gt;&amp;lt;img src=&quot;https://prexas.com/uploads/thumbs/6f5a0f781-1.jpg&quot;  width=&quot;480&quot;  height=&quot;319&quot;  /&amp;gt;&amp;lt;/p&amp;gt;&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 18.0pt; font-family: &apos;Arial&apos;,sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;&quot;&amp;gt;NIVEL DE PRESENTACI&amp;Oacute;N DE LA FUNCI&amp;Oacute;N SIMB&amp;Oacute;LICA DE UN NI&amp;Ntilde;O.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 18.0pt; font-family: &apos;Arial&apos;,sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;&quot;&amp;gt;La docente y los ni&amp;ntilde;os del aula de cinco a&amp;ntilde;os visitan la casa de V&amp;iacute;ctor, un compa&amp;ntilde;ero del aula cuya familia cr&amp;iacute;a animales de corral, como patos, gallinas y pollitos. La mayor&amp;iacute;a de los ni&amp;ntilde;os ya ha visto antes este tipo de animales. Durante la visita, el grupo observa distintas huellas. Se&amp;ntilde;alando una de ellas, Juan dice: &amp;ldquo;&amp;iexcl;Miren esas huellas!, &amp;iquest;adivinen de qu&amp;eacute; animal es?&amp;rdquo;.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 18.0pt; font-family: &apos;Arial&apos;,sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;span style=&quot;color: #ff0000; font-family: Arial, sans-serif;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 18pt;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;iquest;Qu&amp;eacute; nivel de representaci&amp;oacute;n de la funci&amp;oacute;n simb&amp;oacute;lica se evidencia en la intervenci&amp;oacute;n de Juan?, la respuesta es la (b), y para usted &amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;font-size: 24px;&quot;&amp;gt;&amp;lt;strong&amp;gt;&amp;iquest;Cu&amp;aacute;l&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span style=&quot;font-size: 18pt;&quot;&amp;gt;&amp;lt;strong&amp;gt; es?&amp;lt;/strong&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 18.0pt; font-family: &apos;Arial&apos;,sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;&quot;&amp;gt;&amp;nbsp;&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 18.0pt; font-family: &apos;Arial&apos;,sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;&quot;&amp;gt;a. Objeto.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; line-height: normal; mso-layout-grid-align: none; text-autospace: none;&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 18.0pt; font-family: &apos;Arial&apos;,sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;&quot;&amp;gt;b. Indicio.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p class=&quot;MsoNormal&quot;&amp;gt;&amp;lt;strong style=&quot;mso-bidi-font-weight: normal;&quot;&amp;gt;&amp;lt;span style=&quot;font-size: 18.0pt; line-height: 107%; font-family: &apos;Arial&apos;,sans-serif; color: red; mso-style-textoutline-type: solid; mso-style-textoutline-fill-color: white; mso-style-textoutline-fill-themecolor: background1; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-outlinestyle-dpiwidth: .53pt; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-effects-shadow-color: #5B9BD5; mso-effects-shadow-themecolor: accent5; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-dpiradius: 0pt; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-align: bottomleft; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0;&quot;&amp;gt;c. S&amp;iacute;mbolo.&amp;lt;/span&amp;gt;&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;a href=&quot;//prexas.com/uploads/articles/e9c7850d.png&quot; rel=&quot;prettyPhoto[phpmelody]&quot;&amp;gt;&amp;lt;img src=&quot;//prexas.com/uploads/articles/e9c7850d.png&quot; alt=&quot;&quot; width=&quot;500&quot; height=&quot;333&quot; border=&quot;0&quot; hspace=&quot;&quot; vspace=&quot;&quot; /&amp;gt;&amp;lt;/a&amp;gt;&amp;lt;/p&amp;gt;]]&amp;gt;</media:description>
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