tag:blogger.com,1999:blog-39549251640002171422024-02-20T09:39:52.709-08:00Contando LeyendasAnonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.comBlogger16125tag:blogger.com,1999:blog-3954925164000217142.post-58966088151679676242013-01-20T19:18:00.000-08:002013-01-20T19:18:34.940-08:00Presentación<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Función
y características de la leyenda en un grupo de segundo grado en la materia de
Español.</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 20.0pt; line-height: 115%;">Proyecto:
</span><span style="font-family: "Brush Script MT"; font-size: 20.0pt; line-height: 115%; mso-bidi-font-family: Arial;">“Contando leyendas”</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Materia:
Español<span style="mso-spacerun: yes;"> </span>Grado: 2º<span style="mso-spacerun: yes;"> </span>Periodo: Segundo
periodo escolar</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Plan de estudios: 2011</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="height: 2px; left: 0px; margin-left: -8px; margin-top: 26px; mso-ignore: vglayout; position: absolute; width: 605px; z-index: 251660288;"><img height="2" src="file:///C:\Users\hp\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png" width="605" /></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Objetivo</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El objetivo de este proyecto
es acercar a los alumnos al conocimiento de la cultura mexicana por medio de la
recopilación de leyendas populares además de:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">• Facilitar las capacidades
de los alumnos en cuanto a expresión oral y escrita.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">• Fomentar el trabajo en
equipo.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">• Potenciar la creatividad y
el uso de la fantasía.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">• Fomentar la comunicación
intergeneracional.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">• Aumentar la autoestima.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">• Aumentar la capacidad de
introspección.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">• Aumentar las capacidades
para recabar, organizar, estructurar y expresar una información dada.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">• Promover la capacidad para
establecer paralelismos entre situaciones y realidades diferentes.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">• Aumentar sus habilidades
para la creación de historias.</span></div>
</div>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-42376641533207838432013-01-20T19:16:00.002-08:002013-01-20T19:16:52.159-08:00Introducción<!--[if gte mso 9]><xml>
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mso-tstyle-shading-themetint:63;
mso-tstyle-border-left:cell-none;
mso-tstyle-border-right:cell-none;
mso-tstyle-border-insideh:cell-none;
mso-tstyle-border-insidev:cell-none;}
</style>
<![endif]-->
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShadingAccent4" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid #8064A2 1.0pt; mso-border-bottom-themecolor: accent4; mso-border-top-alt: solid #8064A2 1.0pt; mso-border-top-themecolor: accent4; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 595px;">
<tbody>
<tr style="height: 31.45pt; mso-yfti-firstrow: yes; mso-yfti-irow: -1;">
<td style="border-bottom: solid #8064A2 1.0pt; border-left: none; border-right: none; border-top: solid #8064A2 1.0pt; height: 31.45pt; mso-border-bottom-themecolor: accent4; mso-border-top-themecolor: accent4; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 5; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Introducción </span></b></div>
</td>
<td style="border-bottom: solid #8064A2 1.0pt; border-left: none; border-right: none; border-top: solid #8064A2 1.0pt; height: 31.45pt; mso-border-bottom-themecolor: accent4; mso-border-top-themecolor: accent4; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 1; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-weight: bold; mso-themecolor: accent4; mso-themeshade: 191;">2</span></div>
</td>
</tr>
<tr style="height: 33.2pt; mso-yfti-irow: 0;">
<td style="background: #DFD8E8; border: none; height: 33.2pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 68; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Cronograma de actividades</span></b></div>
</td>
<td style="background: #DFD8E8; border: none; height: 33.2pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">4</span></div>
</td>
</tr>
<tr style="height: 33.2pt; mso-yfti-irow: 1;">
<td style="border: none; height: 33.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 4; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Elección del tema</span></b></div>
</td>
<td style="border: none; height: 33.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">5</span></div>
</td>
</tr>
<tr style="height: 33.2pt; mso-yfti-irow: 2;">
<td style="background: #DFD8E8; border: none; height: 33.2pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 68; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Delimitación del tema</span></b></div>
</td>
<td style="background: #DFD8E8; border: none; height: 33.2pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">6</span></div>
</td>
</tr>
<tr style="height: 50.75pt; mso-yfti-irow: 3;">
<td style="border: none; height: 50.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 4; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Mapa mental de los temas a
tratar.</span></b></div>
</td>
<td style="border: none; height: 50.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">8</span></div>
</td>
</tr>
<tr style="height: 33.2pt; mso-yfti-irow: 4;">
<td style="background: #DFD8E8; border: none; height: 33.2pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 68; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Recopilación de la información</span></b></div>
</td>
<td style="background: #DFD8E8; border: none; height: 33.2pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">9</span></div>
</td>
</tr>
<tr style="height: 33.2pt; mso-yfti-irow: 5;">
<td style="border: none; height: 33.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 4; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Delimitación de la información</span></b></div>
</td>
<td style="border: none; height: 33.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">12</span></div>
</td>
</tr>
<tr style="height: 33.2pt; mso-yfti-irow: 6;">
<td style="background: #DFD8E8; border: none; height: 33.2pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 68; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Redacción del propósito </span></b></div>
</td>
<td style="background: #DFD8E8; border: none; height: 33.2pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">15</span></div>
</td>
</tr>
<tr style="height: 33.2pt; mso-yfti-irow: 7;">
<td style="border: none; height: 33.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 4; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Diseño de la estructura</span></b></div>
</td>
<td style="border: none; height: 33.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">16</span></div>
</td>
</tr>
<tr style="height: 50.75pt; mso-yfti-irow: 8;">
<td style="background: #DFD8E8; border: none; height: 50.75pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 68; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Asignación de las tareas
específicas </span></b></div>
</td>
<td style="background: #DFD8E8; border: none; height: 50.75pt; mso-background-themecolor: accent4; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
<div align="right" class="MsoNoSpacing" style="line-height: 150%; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: right;">
<span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">17</span></div>
</td>
</tr>
<tr style="height: 33.2pt; mso-yfti-irow: 9;">
<td style="border: none; height: 33.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.15pt;" valign="top" width="298">
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 7.05pt; mso-element-top: 1.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 4; text-indent: -18.0pt;">
<span style="color: #5f497a; font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: accent4; mso-themeshade: 191;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: #5f497a; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-themecolor: accent4; mso-themeshade: 191;">Conclusión </span></b></div>
</td>
<td style="border: none; height: 33.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.2pt;" valign="top" width="298">
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Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-90681018761610762812013-01-20T19:11:00.002-08:002013-01-20T19:13:04.500-08:00Cronograma<!--[if gte mso 9]><xml>
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mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
table.MsoTableMediumShading1Accent1FirstRow
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mso-table-condition:first-row;
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mso-tstyle-shading:#4F81BD;
mso-tstyle-shading-themecolor:accent1;
mso-tstyle-border-top:1.0pt solid #7BA0CD;
mso-tstyle-border-top-themecolor:accent1;
mso-tstyle-border-top-themetint:191;
mso-tstyle-border-left:1.0pt solid #7BA0CD;
mso-tstyle-border-left-themecolor:accent1;
mso-tstyle-border-left-themetint:191;
mso-tstyle-border-bottom:1.0pt solid #7BA0CD;
mso-tstyle-border-bottom-themecolor:accent1;
mso-tstyle-border-bottom-themetint:191;
mso-tstyle-border-right:1.0pt solid #7BA0CD;
mso-tstyle-border-right-themecolor:accent1;
mso-tstyle-border-right-themetint:191;
mso-tstyle-border-insideh:cell-none;
mso-tstyle-border-insidev:cell-none;
mso-para-margin-top:0cm;
mso-para-margin-bottom:0cm;
mso-para-margin-bottom:.0001pt;
line-height:normal;
color:white;
mso-themecolor:background1;
mso-ansi-font-weight:bold;
mso-bidi-font-weight:bold;}
table.MsoTableMediumShading1Accent1LastRow
{mso-style-name:"Sombreado medio 1 - Énfasis 1";
mso-table-condition:last-row;
mso-style-priority:63;
mso-style-unhide:no;
mso-tstyle-border-top:2.25pt double #7BA0CD;
mso-tstyle-border-top-themecolor:accent1;
mso-tstyle-border-top-themetint:191;
mso-tstyle-border-left:1.0pt solid #7BA0CD;
mso-tstyle-border-left-themecolor:accent1;
mso-tstyle-border-left-themetint:191;
mso-tstyle-border-bottom:1.0pt solid #7BA0CD;
mso-tstyle-border-bottom-themecolor:accent1;
mso-tstyle-border-bottom-themetint:191;
mso-tstyle-border-right:1.0pt solid #7BA0CD;
mso-tstyle-border-right-themecolor:accent1;
mso-tstyle-border-right-themetint:191;
mso-tstyle-border-insideh:cell-none;
mso-tstyle-border-insidev:cell-none;
mso-para-margin-top:0cm;
mso-para-margin-bottom:0cm;
mso-para-margin-bottom:.0001pt;
line-height:normal;
mso-ansi-font-weight:bold;
mso-bidi-font-weight:bold;}
table.MsoTableMediumShading1Accent1FirstCol
{mso-style-name:"Sombreado medio 1 - Énfasis 1";
mso-table-condition:first-column;
mso-style-priority:63;
mso-style-unhide:no;
mso-ansi-font-weight:bold;
mso-bidi-font-weight:bold;}
table.MsoTableMediumShading1Accent1LastCol
{mso-style-name:"Sombreado medio 1 - Énfasis 1";
mso-table-condition:last-column;
mso-style-priority:63;
mso-style-unhide:no;
mso-ansi-font-weight:bold;
mso-bidi-font-weight:bold;}
table.MsoTableMediumShading1Accent1OddColumn
{mso-style-name:"Sombreado medio 1 - Énfasis 1";
mso-table-condition:odd-column;
mso-style-priority:63;
mso-style-unhide:no;
mso-tstyle-shading:#D3DFEE;
mso-tstyle-shading-themecolor:accent1;
mso-tstyle-shading-themetint:63;}
table.MsoTableMediumShading1Accent1OddRow
{mso-style-name:"Sombreado medio 1 - Énfasis 1";
mso-table-condition:odd-row;
mso-style-priority:63;
mso-style-unhide:no;
mso-tstyle-shading:#D3DFEE;
mso-tstyle-shading-themecolor:accent1;
mso-tstyle-shading-themetint:63;
mso-tstyle-border-insideh:cell-none;
mso-tstyle-border-insidev:cell-none;}
table.MsoTableMediumShading1Accent1EvenRow
{mso-style-name:"Sombreado medio 1 - Énfasis 1";
mso-table-condition:even-row;
mso-style-priority:63;
mso-style-unhide:no;
mso-tstyle-border-insideh:cell-none;
mso-tstyle-border-insidev:cell-none;}
</style>
<![endif]-->
<br />
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableMediumShading1Accent1" style="border-collapse: collapse; border: none; margin-left: 4.8pt; margin-right: 4.8pt; mso-border-alt: solid #7BA0CD 1.0pt; mso-border-themecolor: accent1; mso-border-themetint: 191; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: page; mso-table-left: left; mso-table-lspace: 7.05pt; mso-table-rspace: 7.05pt; mso-table-top: 113.0pt; mso-yfti-tbllook: 1184; width: 623px;">
<tbody>
<tr style="height: 29.35pt; mso-yfti-firstrow: yes; mso-yfti-irow: -1;">
<td colspan="4" style="background: #4F81BD; border: solid #7BA0CD 1.0pt; height: 29.35pt; mso-background-themecolor: accent1; mso-border-themecolor: accent1; mso-border-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 467.25pt;" valign="top" width="623"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 5; text-align: center;">
<b><span style="color: white; font-size: 16.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-themecolor: background1;">ELECCIÓN
DEL TEMA</span></b><b><span style="color: white; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-themecolor: background1;"></span></b></div>
</td>
</tr>
<tr style="height: 29.35pt; mso-yfti-irow: 0;">
<td colspan="2" style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 29.35pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.7pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">BLOQUE
1.</span></b></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border: none; height: 29.35pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">PLANEACIÓN.</span></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 29.35pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">FECHA.</span></div>
</td>
</tr>
<tr style="height: 29.35pt; mso-yfti-irow: 1;">
<td colspan="2" style="border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 29.35pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.7pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<br /></div>
</td>
<td style="border-bottom: solid #7BA0CD 1.0pt; border: none; height: 29.35pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">ELECCIÓN DEL TEMA.</span></div>
</td>
<td style="border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 29.35pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">30/11/12.</span></div>
</td>
</tr>
<tr style="height: 29.35pt; mso-yfti-irow: 2;">
<td colspan="2" style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 29.35pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.7pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<br /></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border: none; height: 29.35pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">DELIMITACIÓN DEL TEMA.</span></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 29.35pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">30/11/12.</span></div>
</td>
</tr>
<tr style="height: 58.65pt; mso-yfti-irow: 3;">
<td colspan="2" style="border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 58.65pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.7pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<br /></div>
</td>
<td style="border-bottom: solid #7BA0CD 1.0pt; border: none; height: 58.65pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">RECOPILACIÓN DE INFORMACIÓN.</span></div>
</td>
<td style="border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 58.65pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">07/12/12.</span></div>
</td>
</tr>
<tr style="height: 60.7pt; mso-yfti-irow: 4;">
<td colspan="2" style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 60.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.7pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<br /></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border: none; height: 60.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">ANÁLISIS DE LA INFORMACIÓN (DELIMITACIÓN DEL TEMA).</span></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 60.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">14/12/12.</span></div>
</td>
</tr>
<tr style="height: 29.35pt; mso-yfti-irow: 5;">
<td colspan="4" style="border-top: none; border: solid #7BA0CD 1.0pt; height: 29.35pt; mso-border-themecolor: accent1; mso-border-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 467.25pt;" valign="top" width="623"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132; text-align: center;">
<b><span style="font-size: 16.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">DESARROLLO</span></b><b><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;"></span></b></div>
</td>
</tr>
<tr style="height: 60.7pt; mso-yfti-irow: 6;">
<td colspan="2" style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 60.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.7pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">BLOQUE
2.</span></b></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border: none; height: 60.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">REDACCIÓN DEL PROPÓSITO DEL PROYECTO.</span></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 60.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">20/12/12.</span></div>
</td>
</tr>
<tr style="height: 58.65pt; mso-yfti-irow: 7;">
<td colspan="2" style="border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 58.65pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.7pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<br /></div>
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<td style="border-bottom: solid #7BA0CD 1.0pt; border: none; height: 58.65pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">DISEÑO DE LA ESTRUCTURA DEL PROYECTO.</span></div>
</td>
<td style="border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 58.65pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">20/12/12.</span></div>
</td>
</tr>
<tr style="height: 60.7pt; mso-yfti-irow: 8;">
<td colspan="2" style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 60.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.7pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<br /></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border: none; height: 60.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">ASIGNACIÓN DE TAREA ESPECÍFICA. </span></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 60.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">07/01/13.</span></div>
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<td colspan="2" style="border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 89.9pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.7pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<br /></div>
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<td style="border-bottom: solid #7BA0CD 1.0pt; border: none; height: 89.9pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">SISTEMATIZACIÓN DE LA INFORMACIÓN PRODUCTO FINAL.</span></div>
</td>
<td style="border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 89.9pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">14/01/13.</span></div>
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<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: solid #7BA0CD 1.0pt; border-right: none; border-top: none; height: 48.9pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent1; mso-border-left-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.3pt;" valign="top" width="207"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<br /></div>
</td>
<td colspan="2" style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border: none; height: 48.9pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 156.2pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">ELABORACIÓN DE REPORTE.</span></div>
</td>
<td style="background: #D3DFEE; border-bottom: solid #7BA0CD 1.0pt; border-left: none; border-right: solid #7BA0CD 1.0pt; border-top: none; height: 48.9pt; mso-background-themecolor: accent1; mso-background-themetint: 63; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent1; mso-border-right-themetint: 191; mso-border-top-alt: solid #7BA0CD 1.0pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 155.75pt;" valign="top" width="208"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 113.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: Albert; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">21/01/13.</span></div>
</td>
</tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-76352484880073170622013-01-20T19:10:00.002-08:002013-01-20T19:10:27.115-08:00Delimitación del tema<!--[if gte mso 9]><xml>
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<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableMediumGrid1Accent2" style="border-collapse: collapse; border: none; margin-left: 4.8pt; margin-right: 4.8pt; mso-border-alt: solid #CF7B79 1.0pt; mso-border-themecolor: accent2; mso-border-themetint: 191; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: page; mso-table-left: left; mso-table-lspace: 7.05pt; mso-table-rspace: 7.05pt; mso-table-top: 120.05pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 37.5pt; mso-yfti-firstrow: yes; mso-yfti-irow: -1;">
<td style="background: #EFD3D2; border: solid #CF7B79 1.0pt; height: 37.5pt; mso-background-themecolor: accent2; mso-background-themetint: 63; mso-border-themecolor: accent2; mso-border-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.0pt;" width="297">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 120.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 5;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Estándares
curriculares</span></b></div>
</td>
<td style="background: #EFD3D2; border-left: none; border: solid #CF7B79 1.0pt; height: 37.5pt; mso-background-themecolor: accent2; mso-background-themetint: 63; mso-border-left-alt: solid #CF7B79 1.0pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 191; mso-border-themecolor: accent2; mso-border-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.0pt;" width="297">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 120.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 1;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Proyectos</span></b></div>
</td>
</tr>
<tr style="height: 121.0pt; mso-yfti-irow: 0;">
<td style="background: #DFA7A6; border-top: none; border: solid #CF7B79 1.0pt; height: 121.0pt; mso-background-themecolor: accent2; mso-background-themetint: 127; mso-border-themecolor: accent2; mso-border-themetint: 191; mso-border-top-alt: solid #CF7B79 1.0pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.0pt;" width="297">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 120.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1. Procesos de
lectura.</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 120.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1.1<span style="mso-spacerun: yes;">
</span>Selecciona textos de acuerdo con sus<span style="mso-spacerun: yes;"> </span>propios intereses y/o propósitos.</span></b></div>
</td>
<td style="background: #DFA7A6; border-bottom: solid #CF7B79 1.0pt; border-left: none; border-right: solid #CF7B79 1.0pt; border-top: none; height: 121.0pt; mso-background-themecolor: accent2; mso-background-themetint: 127; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 191; mso-border-left-alt: solid #CF7B79 1.0pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 191; mso-border-right-themecolor: accent2; mso-border-right-themetint: 191; mso-border-top-alt: solid #CF7B79 1.0pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.0pt;" width="297">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 120.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Recopilación de
leyendas.</span></div>
</td>
</tr>
<tr style="height: 75.05pt; mso-yfti-irow: 1;">
<td style="background: #EFD3D2; border-top: none; border: solid #CF7B79 1.0pt; height: 75.05pt; mso-background-themecolor: accent2; mso-background-themetint: 63; mso-border-themecolor: accent2; mso-border-themetint: 191; mso-border-top-alt: solid #CF7B79 1.0pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.0pt;" width="297">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 120.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 4;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1.3<span style="mso-spacerun: yes;"> </span>Interpreta que los textos escritos<span style="mso-spacerun: yes;"> </span>y las imágenes crean un significado al conjuntarse</span></b></div>
</td>
<td style="background: #EFD3D2; border-bottom: solid #CF7B79 1.0pt; border-left: none; border-right: solid #CF7B79 1.0pt; border-top: none; height: 75.05pt; mso-background-themecolor: accent2; mso-background-themetint: 63; mso-border-bottom-themecolor: accent2; mso-border-bottom-themetint: 191; mso-border-left-alt: solid #CF7B79 1.0pt; mso-border-left-themecolor: accent2; mso-border-left-themetint: 191; mso-border-right-themecolor: accent2; mso-border-right-themetint: 191; mso-border-top-alt: solid #CF7B79 1.0pt; mso-border-top-themecolor: accent2; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.0pt;" width="297">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 120.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Concurso de dibujo inspirado en una
leyenda de su preferencia (escanear dibujo y subirlo)</span></div>
</td>
</tr>
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propios utilizando el conocimiento que tiene de su nombre y de palabras
conocidas, con la intención de expresar ideas en forma escrita.</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Elaborar una
antología con las evidencias recabadas.</span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">3. Participación en
eventos comunicativos orales.</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Entrevista a los abuelos, tíos o
padres.</span></div>
</td>
</tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-7166321359032422922013-01-20T19:09:00.002-08:002013-01-20T19:09:22.621-08:00Estándares<!--[if gte mso 9]><xml>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">2. Producción de
textos escritos.</span></b></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;"><span style="mso-spacerun: yes;"> </span></span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">2.4 Produce textos
propios utilizando el conocimiento que tiene de su nombre y de palabras
conocidas, con la intención de expresar ideas en forma escrita.</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Elaborar una
antología con las evidencias recabadas.</span></b></div>
</td>
</tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-31636651989257261712013-01-20T19:08:00.003-08:002013-01-20T19:08:39.468-08:00Competencias a las que favorece el curso<!--[if gte mso 9]><xml>
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<table border="1" cellpadding="0" cellspacing="0" class="MsoTableMediumShading1Accent4" style="border-collapse: collapse; border: none; mso-border-alt: solid #9F8AB9 1.0pt; mso-border-themecolor: accent4; mso-border-themetint: 191; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 629px;">
<tbody>
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<td style="background: #8064A2; border: solid #9F8AB9 1.0pt; height: 17.45pt; mso-background-themecolor: accent4; mso-border-themecolor: accent4; mso-border-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 471.6pt;" width="629">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 5; text-align: center;">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: background1;">Competencias comunicativas</span></b></div>
</td>
</tr>
<tr style="height: 226.9pt; mso-yfti-irow: 0;">
<td style="background: #DFD8E8; border-top: none; border: solid #9F8AB9 1.0pt; height: 226.9pt; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-themecolor: accent4; mso-border-themetint: 191; mso-border-top-alt: solid #9F8AB9 1.0pt; mso-border-top-themecolor: accent4; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 471.6pt;" width="629">
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Emplear
el lenguaje para comunicarse y como instrumento para aprender. Se busca que
los alumnos empleen el lenguaje para interpretar, comprender y transformar el
mundo, obteniendo nuevos conocimientos que les permitirán seguir aprendiendo
durante toda la vida. Así como para que logren una comunicación eficaz y
afectiva en diferentes contextos y situaciones, lo que les permitirá expresar
con claridad sus sentimientos, ideas y opiniones de manera informada y
apoyándose en argumentos, y sean capaces de discutir con otros respetando sus
puntos de vista.</span></b></div>
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</tr>
<tr style="height: 172.6pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid #9F8AB9 1.0pt; height: 172.6pt; mso-border-themecolor: accent4; mso-border-themetint: 191; mso-border-top-alt: solid #9F8AB9 1.0pt; mso-border-top-themecolor: accent4; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 471.6pt;" width="629">
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Valorar
la diversidad lingüística y cultural de México. Se pretende que los alumnos
reconozcan y valoren la riqueza lingüística e intercultural de México y sus
variedades, así como de otras lenguas, como formas de identidad. Asimismo, se
pretende que empleen el lenguaje oral y escrito para interpretar y explicar
diversos procesos sociales, económicos, culturales y políticos como parte de la
cultura democrática y del ejercicio ciudadano.</span></b></div>
</td>
</tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-32415862496794790782013-01-20T19:07:00.000-08:002013-01-20T19:07:14.914-08:00Mapa mental de los temas a tratar<img alt="" 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/>Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-12556968583493721352013-01-20T19:04:00.000-08:002013-01-20T19:04:27.841-08:00Recopilación de la información<!--[if gte mso 9]><xml>
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<u><span style="color: #1f497d; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-themecolor: text2;">TEXTOS LITERARIOS</span></u></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">DEFINICION: Los Textos
literarios son aquellos escritos en que el autor denota emotividad como
producto de la realidad en que vive, así como de su ideología, de lo que
percibe y siente en el momento en que escribe la obra. Ejemplo: Cuando una
persona le ha ido bien en el amor, su idea sobre este sentimiento va a ser
positivo, si en cambio, le ha ido muy mal en el amor, su sentimiento hacia ello
va a ser negativo. Estas ideas es a lo que llamamos: ideología (lo que piensan
sobre algo).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Cuando alguien escribe,
plasma en cada una de sus palabras: emociones, sentimientos e ideas y a estos
escritos es a lo que llamamos: TEXTOS LITERARIOS.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Siguiente punto: El escritor
se expresa por media de un lenguaje metafórico y rico en expresividad. Ejemplo:
si alguien escribe un resumen de una tarea, o escribe una nota periodística...
sólo plasma la información. Esta no nace de sus ideas, emociones o
sentimientos. Por eso a esto no se le puede llamar: textos literarios. Pero
cuando la persona (autor) utiliza estos puntos antes mencionados y les agrega
recursos estilísticos: metáfora, comparación, personificación, etc. Crea algo
nuevo, que te hace vivir en una realidad en el que el autor te llevó.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Es cuando ves una película,
de repente te enojas, lloras, te ríes... el productor te creo una atmósfera:
lugar, personajes, situación, etc. que te hizo vivir dentro de la historia. Lo
mismo pasa con los autores, utilizan sus recursos para llevarte a algo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Otro de los puntos es: Los
Textos literarios son subjetivos y cada lector interpreta esas obras desde su
punto de vista particular. Ejemplo: Cuando el lector lee alguna historia, ya
sea un poema, un cuento o una novela puede interpretar el contenido de una
manera muy diferente a la que la hace otra persona. Así que el mensaje que este
le deja, puede ser distinto para cada uno de nosotros dependiendo de cómo
veamos la vida o cual sea nuestra idea sobre algún punto tratado en la
historia.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Clasificación:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Los Textos literarios se
clasifican como: narrativos, dramáticos o líricos.</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Textos narrativos. Estas son composiciones
escritas en prosa. Contienen un relato sobre algún acontecimiento real o
ficticio, desplazado en el tiempo y en el espacio. Entre este tipo de Texto
destacan la novela y el cuento.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Textos dramáticos. Estos Textos ofrecen como
panorama el conflicto entre dos o más personajes; el desarrollo de la obra está
encaminado a presentar como se desarrolla dicho conflicto y cuál es su enlace.
(Los guiones para teatro, cine, etc.)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Los Textos dramáticos. Están escritos para
ser representados y dan la idea de que los acontecimientos están ocurriendo en
ese momento, aun cuando se trata de acontecimientos pasados; El relato lo hacen
directamente los persono/es.</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Texto Lírico: En estos Textos se manifiestan
sentimientos y emociones puestos en el yo del autor o en boca de un personaje
determinado. Entre ellos están: himnos, odas, elegías y canciones. Ejemplo: las
historias las puede contar a quien le pasan las cosas o se pueden contar
historias sobre alguien a quien le pasan esos sucesos. Y se hace a través de
canciones como lo hacían en los poemas épicos.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">¿Sabrías
identificar un texto literario?</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Un texto literario es...</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Los textos literarios se diferencian
de otros, en primer lugar, por su intención comunicativa, predominantemente
estética, es decir, artística: constituyen una manifestación de la actividad
humana mediante la cual el autor expresa una visión personal por medio de
recursos lingüísticos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">En ellos se crea un mundo de
ficción mediante un proceso mimético (de imitación) de la realidad.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Independientemente de la
mayor o menor aproximación a la realidad evocada, el mundo creado en el texto
literario siempre es imaginario.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">En su proceso de creación,
los textos literarios se ajustan a determinados modelos, los cuales determinan
el género al que pertenecen: así, una obra literaria puede adscribirse al
género lírico, al género narrativo o al género dramático.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Los textos literarios pueden
adoptar la forma de prosa o la de verso. Estas modalidades textuales no son
privativas de un género determinado: a lo largo de la historia literaria los
tres grandes géneros han empleado ambos medios de expresión.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El lenguaje literario es un
uso especial del lenguaje que tiene una finalidad estética: la creación de
textos literarios.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Sus principales rasgos son
los siguientes:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Se trata de un lenguaje
fundamentalmente polisémico, pues muchas de sus palabras y expresiones se
prestan a más de una interpretación.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-El lenguaje literario es
también un lenguaje connotativo, en la medida en que las palabras tienen
significados que el propio autor les confiere.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Debido a este carácter
polisémico y connotativo, el lenguaje literario es siempre subjetivo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-Puede adoptar dos formas:
la prosa y el verso. El verso se aleja más del lenguaje cotidiano que la prosa,
y se caracteriza por tener un ritmo musical (acentos, rima, cómputo silábico…)</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">-El lenguaje literario se
desvía del uso normal del lenguaje: los autores tienen una expresión propia y
se permiten alteraciones del código que no se dan en la lengua común, como por
ejemplo el cambio del orden lógico de las palabras dentro del enunciado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Leyenda</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Una leyenda es una narración
tradicional que incluye elementos de ficción, a menudo sobrenaturales, por
ejemplo, dioses; y se transmite de generación en generación. Se ubica en un
tiempo y lugar que resultan familiares a los miembros de una comunidad, lo que
aporta al relato cierta verosimilitud. En las leyendas que presentan elementos
sobrenaturales, como milagros, presencia de criaturas féricas o de ultratumba,
etc., estos se presentan como reales, pues forman parte de la visión del mundo
propia de la comunidad en la que se origina la leyenda. En su proceso de
transmisión a través de la tradición oral las leyendas experimentan a menudo
supresiones, añadidos o modificaciones, surgiendo así todo un abanico de
variantes.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Se define a la leyenda como
un relato folclórico con bases históricas. Una definición profesional moderna
ha sido propuesta por el folclorista Timothy R. Tangherlini en 1990.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">"Típicamente, la
leyenda es una narración tradicional corta de un solo episodio, altamente eco
tipificada, realizada de modo conversacional, que refleja una representación
psicológica simbólica de la creencia popular y de las experiencias colectivas y
que sirve de reafirmación de los valores comúnmente aceptados por el grupo a
cuya tradición pertenece".</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Contrariamente al mito, que
se ocupa de dioses, la leyenda se ocupa de hombres que representan arquetipos
(tipos humanos característicos), como el del héroe o el anciano sabio, como se
aprecia por ejemplo en las leyendas heroicas griegas y en las artúricas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Etimología e historia de la
palabra</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La palabra leyenda proviene
del verbo latino legere, cuyo significado variaba entre escoger (acepción de la
que proviene elegir) y leer. En el latín medieval, se usó el gerundivo de este
verbo, legenda, con el significado de (algo) para ser leído cuando el término
se aplicaba, sobre todo en el catolicismo, a las hagiografías o biografías de
los santos. Es entonces que Santiago de la Vorágine su Legenda aurea como un
santoral con la vida de unos 180 mártires y santos, de poca precisión histórica
y filológica, con etimologías fantásticas y basada en los evangelios canónicos,
los apócrifos y en escritos de Agustín de Hipona y Gregorio de Tours, entre
otros.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Con la llegada de la Reforma
Protestante del siglo XVI el término leyenda cobra su nuevo carácter de
narración no histórica. Los protestantes ingleses presentan una nota de
contraste entre los santos y mártires "reales" de la reforma, cuyos
relatos "auténticos" figuraban en El libro de los mártires de John
Foxe, y los fantasiosos relatos de la hagiografía católica. De esta forma, la leyenda
gana su connotación moderna de narración indocumentada y espuria. Es muy
probable que, en lengua española, la moderna concepción de leyenda y de lo
legendario haya sido tomada de estos modelos ingleses, especialmente desde
1850.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El término acaba englobando
también a producciones literarias cultas que, aunque se inspiran en tradiciones
populares o en motivos característicos de éstas, no son relatos tradicionales.
Varios autores de este período escribieron leyendas literarias de este tipo
tanto en prosa como en verso. Los más celebrados fueron el Duque de Rivas, José
Zorrilla, Gustavo Adolfo Bécquer y José Joaquín de Mora.</span></div>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-6199776700298154232013-01-20T19:03:00.000-08:002013-01-20T19:03:04.617-08:00Delimitación de la información<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 20.0pt; line-height: 115%;">¿Qué son las
leyendas?</span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Una<span class="apple-converted-space"> </span><span style="mso-bidi-font-weight: bold;">leyenda</span><span class="apple-converted-space"> </span>es una<span class="apple-converted-space"> </span>narración<span class="apple-converted-space"> </span>tradicional que incluye elementos de
ficción, a menudo<span class="apple-converted-space"> </span>sobrenaturales,
por ejemplo, dioses; y se transmite de generación en generación. Se ubica en un
tiempo y lugar que resultan familiares a los miembros de una comunidad, lo que
aporta al relato cierta<span class="apple-converted-space"> </span>verosimilitud.
En las leyendas que presentan elementos sobrenaturales, como<span class="apple-converted-space"> </span>milagros, presencia de criaturas
féricas o de ultratumba, etc., estos se presentan como reales, pues forman
parte de la visión del mundo propia de la comunidad en la que se origina la
leyenda. En su proceso de transmisión a través de la<span class="apple-converted-space"> </span>tradición oral<span class="apple-converted-space"> </span>las leyendas experimentan a menudo
supresiones, añadidos o modificaciones, surgiendo así todo un abanico de
variantes.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Contrariamente
al<span class="apple-converted-space"> </span>mito, que se ocupa de<span class="apple-converted-space"> </span>dioses,<span class="apple-converted-space"> </span>la leyenda se ocupa de hombres que
representan arquetipos (tipos humanos característicos), como el del<span class="apple-converted-space"> </span>héroe<span class="apple-converted-space"> </span>o el anciano sabio, como se aprecia
por ejemplo en las leyendas heroicas griegas y en las artúricas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 16.0pt; line-height: 115%;">Características</span></u></b></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Una
leyenda, a diferencia de un<span class="apple-converted-space"> </span>cuento,
está ligada siempre a un elemento preciso y se centra en la integración de este
elemento en el mundo cotidiano o la historia de la comunidad a la cual
pertenece. Contrariamente al cuento, que se sitúa dentro de un tiempo («Érase
una vez...») y un lugar (por ejemplo, en el Castillo de irás y no volverás)
convenidos e imaginarios, la leyenda se desarrolla habitualmente en un lugar y
un tiempo preciso y real, aunque aparecen en ellas elementos ficticios (por
ejemplo, criaturas fabulosas, como las<span class="apple-converted-space"> </span>sirenas).</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Como
el<span class="apple-converted-space"> </span>mito, la leyenda es
etiológica, es decir, tiene como tarea esencial dar fundamento y explicación a
una determinada cultura. Su elemento central es un rasgo de la realidad (una
costumbre o el nombre de un lugar, por ejemplo) cuyo origen se pretende
explicar.</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Las
leyendas se agrupan a menudo en ciclos alrededor de un personaje, como sucede
con los ciclos de leyendas en torno al<span class="apple-converted-space"> </span>Rey
Arturo, Robin Hood, el<span class="apple-converted-space"> </span>Cid
Campeador<span class="apple-converted-space"> </span>o<span class="apple-converted-space"> </span>Bernardo del Carpio.</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Las
leyendas contienen casi siempre un núcleo histórico, ampliado en mayor o menor
grado con episodios imaginativos. La aparición de los mismos puede depender de
motivaciones involuntarias, como errores, malas interpretaciones (la llamada<span class="apple-converted-space"> </span>etimología popular, por ejemplo) o
exageraciones, o bien de la acción consciente de una o más personas que, por
razones interesadas o puramente estéticas, desarrollan el embrión original.</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Cuando
una leyenda presenta elementos tomados de otras leyendas se habla de
«contaminación de la leyenda».</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 4.8pt; text-align: justify;">
<br /></div>
<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.8pt; mso-line-height-alt: 14.4pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt;">Clases de leyendas</span></u></b></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.8pt; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Las más distinguidas
son:</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyendas etiológicas,
(aclaran el origen de los elementos inherentes a la naturaleza, como los ríos,
lagos y montañas) y escatológicas (acerca de las creencias y doctrinas
referentes a la vida de ultratumba).</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyendas históricas y
leyendas históricas culturales.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Seres y fuerzas
sobrenaturales. Leyendas míticas.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyendas religiosas.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyendas urbanas.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyenda rural.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.8pt; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Algunas leyendas
pueden ser clasificadas en más de un grupo, ya que por su temática abordan más
de un tema.</span></div>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-55961096420291559962013-01-20T18:56:00.000-08:002013-01-20T18:56:11.658-08:00Análisis de la información. Delimitación del tema<!--[if !mso]>
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<br />
<div class="MsoNormal">
<u><span style="font-size: 16.0pt; line-height: 115%;">ANÁLISIS
DE LA INFORMACIÓN (DELIMITACIÓN DEL TEMA).</span></u></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 20.0pt; line-height: 115%;">¿Qué son las
leyendas?</span></u></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 20.0pt; line-height: 115%;"><br /></span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Una<span class="apple-converted-space"> </span><span style="mso-bidi-font-weight: bold;">leyenda</span><span class="apple-converted-space"> </span>es una<span class="apple-converted-space"> </span>narración<span class="apple-converted-space"> </span>tradicional que incluye elementos de
ficción, a menudo<span class="apple-converted-space"> </span>sobrenaturales,
por ejemplo, dioses; y se transmite de generación en generación. Se ubica en un
tiempo y lugar que resultan familiares a los miembros de una comunidad, lo que
aporta al relato cierta<span class="apple-converted-space"> </span>verosimilitud.
En las leyendas que presentan elementos sobrenaturales, como<span class="apple-converted-space"> </span>milagros, presencia de criaturas
féricas o de ultratumba, etc., estos se presentan como reales, pues forman
parte de la visión del mundo propia de la comunidad en la que se origina la
leyenda. En su proceso de transmisión a través de la<span class="apple-converted-space"> </span>tradición oral<span class="apple-converted-space"> </span>las leyendas experimentan a menudo
supresiones, añadidos o modificaciones, surgiendo así todo un abanico de
variantes.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Contrariamente
al<span class="apple-converted-space"> </span>mito, que se ocupa de<span class="apple-converted-space"> </span>dioses,<span class="apple-converted-space"> </span>la leyenda se ocupa de hombres que
representan arquetipos (tipos humanos característicos), como el del<span class="apple-converted-space"> </span>héroe<span class="apple-converted-space"> </span>o el anciano sabio, como se aprecia
por ejemplo en las leyendas heroicas griegas y en las artúricas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 16.0pt; line-height: 115%;">Características</span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 16.0pt; line-height: 115%;"><br /></span></u></b></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Una
leyenda, a diferencia de un<span class="apple-converted-space"> </span>cuento,
está ligada siempre a un elemento preciso y se centra en la integración de este
elemento en el mundo cotidiano o la historia de la comunidad a la cual
pertenece. Contrariamente al cuento, que se sitúa dentro de un tiempo («Érase
una vez...») y un lugar (por ejemplo, en el Castillo de irás y no volverás)
convenidos e imaginarios, la leyenda se desarrolla habitualmente en un lugar y
un tiempo preciso y real, aunque aparecen en ellas elementos ficticios (por
ejemplo, criaturas fabulosas, como las<span class="apple-converted-space"> </span>sirenas).</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Como
el<span class="apple-converted-space"> </span>mito, la leyenda es
etiológica, es decir, tiene como tarea esencial dar fundamento y explicación a
una determinada cultura. Su elemento central es un rasgo de la realidad (una
costumbre o el nombre de un lugar, por ejemplo) cuyo origen se pretende
explicar.</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Las
leyendas se agrupan a menudo en ciclos alrededor de un personaje, como sucede
con los ciclos de leyendas en torno al<span class="apple-converted-space"> </span>Rey
Arturo, Robin Hood, el<span class="apple-converted-space"> </span>Cid
Campeador<span class="apple-converted-space"> </span>o<span class="apple-converted-space"> </span>Bernardo del Carpio.</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Las
leyendas contienen casi siempre un núcleo histórico, ampliado en mayor o menor
grado con episodios imaginativos. La aparición de los mismos puede depender de
motivaciones involuntarias, como errores, malas interpretaciones (la llamada<span class="apple-converted-space"> </span>etimología popular, por ejemplo) o
exageraciones, o bien de la acción consciente de una o más personas que, por
razones interesadas o puramente estéticas, desarrollan el embrión original.</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 4.8pt; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Cuando
una leyenda presenta elementos tomados de otras leyendas se habla de
«contaminación de la leyenda».</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 4.8pt; text-align: justify;">
<br /></div>
<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.8pt; mso-line-height-alt: 14.4pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt;">Clases de leyendas</span></u></b></div>
<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.8pt; mso-line-height-alt: 14.4pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt;"><br /></span></u></b></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.8pt; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Las más distinguidas
son:</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyendas etiológicas,
(aclaran el origen de los elementos inherentes a la naturaleza, como los ríos,
lagos y montañas) y escatológicas (acerca de las creencias y doctrinas
referentes a la vida de ultratumba).</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyendas históricas y
leyendas históricas culturales.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Seres y fuerzas
sobrenaturales. Leyendas míticas.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyendas religiosas.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyendas urbanas.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 1.2pt; margin-left: 38.4pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial; mso-fareast-language: ES-MX;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Leyenda rural.</span></div>
<div class="MsoNormal" style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.8pt; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Algunas leyendas
pueden ser clasificadas en más de un grupo, ya que por su temática abordan más
de un tema.</span></div>
<div style="background: white; line-height: 14.4pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.8pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Propósito
del proyecto </span><span style="font-family: "Brush Script MT"; font-size: 26.0pt; line-height: 115%; mso-bidi-font-family: Arial;">“Contando leyendas”</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Acercar a los alumnos
al conocimiento de la cultura mexicana por medio de la recopilación de leyendas
populares,<span style="mso-spacerun: yes;"> </span>haciendo uso de las
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Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-14455873746460204212013-01-20T18:48:00.001-08:002013-01-20T18:48:20.748-08:00Diseño y estructura del proyecto<!--[if !mso]>
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<b><span style="background: yellow; font-family: "Arial","sans-serif"; font-size: 26.0pt; mso-highlight: yellow; mso-shading: #A3FF00;">Proyecto colaborativo: Contando leyendas</span></b><b><span style="color: white; font-size: 26.0pt; mso-themecolor: background1;"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; mso-bidi-font-weight: bold;">Curso:
Español 2° de Educación Primaria</span></div>
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</tr>
<tr style="height: 14.55pt; mso-yfti-irow: 1;">
<td colspan="3" style="border-top: none; border: solid #F9B074 1.0pt; height: 14.55pt; mso-border-themecolor: accent6; mso-border-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 531.15pt;" valign="top" width="708">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; mso-bidi-font-weight: bold;">Bloque:<span style="mso-spacerun: yes;">
</span>Duración de la secuencia: <b>5:00hrs</b></span></div>
</td>
</tr>
<tr style="height: 18.2pt; mso-yfti-irow: 2;">
<td colspan="3" style="background: #FDE4D0; border-top: none; border: solid #F9B074 1.0pt; height: 18.2pt; mso-background-themecolor: accent6; mso-background-themetint: 63; mso-border-themecolor: accent6; mso-border-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 531.15pt;" valign="top" width="708">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<u><span style="font-family: "Arial","sans-serif"; mso-bidi-font-weight: bold;">Estándar
seleccionado:<b> </b></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1. Procesos de
lectura.</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">1.1<span style="mso-spacerun: yes;"> </span>Selecciona textos de acuerdo con sus
propios intereses y/o propósitos.</span></b><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
</td>
</tr>
<tr style="height: 16.2pt; mso-yfti-irow: 3;">
<td colspan="3" style="border-top: none; border: solid #F9B074 1.0pt; height: 16.2pt; mso-border-themecolor: accent6; mso-border-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 531.15pt;" valign="top" width="708">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<u><span style="font-family: "Arial","sans-serif"; mso-bidi-font-weight: bold;">Propósito
del proyecto<b>: </b></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<b><span style="background: white; color: black; font-family: "Arial","sans-serif"; font-size: 10.0pt;">Acercar a los alumnos al conocimiento de la cultura
mexicana por medio de la recopilación de leyendas populares,<span style="mso-spacerun: yes;"> </span>haciendo uso de las habilidades de los
alumnos en cuanto a expresión oral, escrita y en el manejo de las Tecnologías
de la Información y la Comunicación (TIC’S).<span style="mso-spacerun: yes;">
</span>Además de aumentar las capacidades para recabar, organizar,
estructurar y expresar una información dada y en consecuencia, potenciar la
creatividad y el uso de la fantasía.</span></b><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
</td>
</tr>
<tr style="height: 37.05pt; mso-yfti-irow: 4;">
<td colspan="3" style="background: #FDE4D0; border-top: none; border: solid #F9B074 1.0pt; height: 37.05pt; mso-background-themecolor: accent6; mso-background-themetint: 63; mso-border-themecolor: accent6; mso-border-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 531.15pt;" valign="top" width="708">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<u><span style="font-family: "Arial","sans-serif"; mso-bidi-font-weight: bold;">Justificación:<b>
</b></span></u><b><u><span lang="ES" style="font-family: "Arial","sans-serif"; mso-ansi-language: ES;"></span></u></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<b><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-ansi-language: ES;">El uso del lenguaje oral y escrito debe ser primordial en las aulas
porque<span style="mso-spacerun: yes;"> </span>través de estas interacciones,
los niños y las niñas pueden construir los primeros<span style="mso-spacerun: yes;"> </span>vínculos sociales y afectivos, por lo tanto
abrimos este espacio para fomentar las interacciones lingüísticas con miras a
formar y desarrollar en ellos<span style="mso-spacerun: yes;">
</span>habilidades comunicativas que les ayudarán a ser personas competentes
en cualquier contexto comunicativo.</span></b></div>
</td>
</tr>
<tr style="height: 40.7pt; mso-yfti-irow: 5;">
<td colspan="3" style="border-top: none; border: solid #F9B074 1.0pt; height: 40.7pt; mso-border-themecolor: accent6; mso-border-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 531.15pt;" valign="top" width="708">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<u><span style="font-family: "Arial","sans-serif"; mso-bidi-font-weight: bold;">Competencias:
</span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Emplear el lenguaje
para comunicarse y como instrumento para aprender. Se busca que los alumnos
empleen el lenguaje para interpretar, comprender y transformar el mundo,
obteniendo nuevos conocimientos que les permitirán seguir aprendiendo durante
toda la vida. Así como para que logren una comunicación eficaz y afectiva en
diferentes contextos y situaciones, lo que les permitirá expresar con
claridad sus sentimientos, ideas y opiniones de manera informada y apoyándose
en argumentos, y sean capaces de discutir con otros respetando sus puntos de
vista.</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Valorar la
diversidad lingüística y cultural de México. Se pretende que los alumnos
reconozcan y valoren la riqueza lingüística e intercultural de México y sus
variedades, así como de otras lenguas, como formas de identidad. Asimismo, se
pretende que empleen el lenguaje oral y escrito para interpretar y explicar
diversos procesos sociales, económicos, culturales y políticos como parte de
la cultura democrática y del ejercicio ciudadano.</span></b><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
</td>
</tr>
<tr style="height: 17.9pt; mso-yfti-irow: 6;">
<td colspan="3" style="background: #FDE4D0; border-top: none; border: solid #F9B074 1.0pt; height: 17.9pt; mso-background-themecolor: accent6; mso-background-themetint: 63; mso-border-themecolor: accent6; mso-border-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 531.15pt;" valign="top" width="708">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<span style="font-family: "Arial","sans-serif"; mso-bidi-font-weight: bold;">Diseño de
la estructura del proyecto:</span></div>
</td>
</tr>
<tr style="height: 16.25pt; mso-yfti-irow: 7;">
<td style="border-bottom: solid #F9B074 1.0pt; border-left: solid #F9B074 1.0pt; border-right: none; border-top: none; height: 16.25pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent6; mso-border-left-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="top" width="211">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 132; text-align: center;">
<span style="mso-ignore: vglayout; position: relative; z-index: 251664384;"><span style="height: 209px; left: 0px; left: 185px; position: absolute; top: -1px; width: 2px;"><img height="209" src="file:///C:\Users\hp\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png" width="2" /></span></span><span style="font-family: "Arial","sans-serif"; mso-bidi-font-weight: bold;">Idea del
proyecto</span></div>
</td>
<td style="border-bottom: solid #F9B074 1.0pt; border: none; height: 16.25pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.7pt;" valign="top" width="196">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128; text-align: center;">
<span style="mso-ignore: vglayout; position: relative; z-index: 251665408;"><span style="height: 210px; left: 0px; left: 183px; position: absolute; top: -1px; width: 2px;"><img height="210" src="file:///C:\Users\hp\AppData\Local\Temp\msohtmlclip1\01\clip_image002.png" width="2" /></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Tiempo
estimado.</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid #F9B074 1.0pt; border-left: none; border-right: solid #F9B074 1.0pt; border-top: none; height: 16.25pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent6; mso-border-right-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.3pt;" valign="top" width="302">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 128; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Aprendizajes esperados.</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
<tr style="height: 129.45pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="background: #FDE4D0; border-bottom: solid #F9B074 1.0pt; border-left: solid #F9B074 1.0pt; border-right: none; border-top: none; height: 129.45pt; mso-background-themecolor: accent6; mso-background-themetint: 63; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 191; mso-border-left-themecolor: accent6; mso-border-left-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="top" width="211">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<b><span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 11.0pt;">La
elaboración de una antología de leyendas mexicanas.</span></b><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
</td>
<td style="background: #FDE4D0; border-bottom: solid #F9B074 1.0pt; border: none; height: 129.45pt; mso-background-themecolor: accent6; mso-background-themetint: 63; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.7pt;" valign="top" width="196">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 11.0pt;">5:00 hrs.</span></div>
</td>
<td style="background: #FDE4D0; border-bottom: solid #F9B074 1.0pt; border-left: none; border-right: solid #F9B074 1.0pt; border-top: none; height: 129.45pt; mso-background-themecolor: accent6; mso-background-themetint: 63; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 191; mso-border-right-themecolor: accent6; mso-border-right-themetint: 191; mso-border-top-alt: solid #F9B074 1.0pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.3pt;" valign="top" width="302">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 38.6pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-left: center; mso-element-top: 103.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-list: l0 level1 lfo1; mso-yfti-cnfc: 64; text-indent: -18.0pt;">
<span style="color: black; font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="background: white; color: black; font-family: "Arial","sans-serif"; font-size: 9.0pt;">Los niños y niñas reconocen en la narración de
leyendas una manera de conservar la tradición oral y la cultura. </span></div>
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<span style="color: black; font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="background: white; color: black; font-family: "Arial","sans-serif"; font-size: 9.0pt;">Mediante el trabajo en equipo los niños dan
opiniones, sugerencias y organizan la información de manera estructurada.
(reconocen las partes que componen una leyenda).</span></div>
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<span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="background: white; color: black; font-family: "Arial","sans-serif"; font-size: 9.0pt;">Que los padres participen de una manera activa
en la reconstrucción de leyendas conocidas por ellos.</span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"></span></div>
</td>
</tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-74444062177627233012013-01-20T18:46:00.002-08:002013-01-20T18:46:57.548-08:00Asignación de tareas específicas<!--[if gte mso 9]><xml>
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<tbody>
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 5; text-align: center;">
<b><span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">TAREAS ESPECIFICAS</span></b></div>
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 68; text-align: center;">
<b><span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">DIAS</span></b></div>
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<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">TIEMPO ESTIMADO</span></div>
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<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">ACTIVIDAD</span></div>
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<td style="border: none; height: 65.7pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 95.0pt;" width="127">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 4; text-align: center;">
<b><span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">DIA 1</span></b></div>
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">1 HRA</span></div>
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<td style="border: none; height: 65.7pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 275.65pt;" width="368">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">Presentación del proyecto<span style="mso-spacerun: yes;">
</span>a padres de familia y alumnos:</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">- Explicación del Tema (Leyendas).</span></div>
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<tr style="height: 98.7pt; mso-yfti-irow: 2;">
<td style="background: #D3DFEE; border: none; height: 98.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 95.0pt;" width="127">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 68; text-align: center;">
<b><span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">DIA 2</span></b></div>
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<td style="background: #D3DFEE; border: none; height: 98.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.2pt;" width="139">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">1 HRA</span></div>
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<td style="background: #D3DFEE; border: none; height: 98.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 275.65pt;" width="368">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">Recuperación de conceptos:</span></div>
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<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">-Los niños deberán realizar un cuadro
comparativo en donde se presenten las<span style="mso-spacerun: yes;">
</span>características de una leyenda y de un cuento.</span></div>
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<tr style="height: 98.7pt; mso-yfti-irow: 3;">
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<b><span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">DIA 3</span></b></div>
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">1 HRA</span></div>
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<td style="border: none; height: 98.7pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 275.65pt;" width="368">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">Recolección de leyendas populares mexicanas:</span></div>
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<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">-Los alumnos deberán investigar una leyenda en diversas
fuentes de información: Libros, revistas, periódicos o entrevistas.</span></div>
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<tr style="height: 65.7pt; mso-yfti-irow: 4;">
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<b><span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">DIA 4</span></b></div>
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">1 HRA</span></div>
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<td style="background: #D3DFEE; border: none; height: 65.7pt; mso-background-themecolor: accent1; mso-background-themetint: 63; padding: 0cm 5.4pt 0cm 5.4pt; width: 275.65pt;" width="368">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">Elaboración de un dibujo
representativo de la leyenda investigada.</span></div>
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<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">-El dibujo deberá ser escaneado y
posteriormente publicado en el blog.</span></div>
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 4; text-align: center;">
<b><span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">DIA 5</span></b></div>
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">1 HRA</span></div>
</td>
<td style="border-bottom: solid #4F81BD 1.0pt; border: none; height: 65.7pt; mso-border-bottom-themecolor: accent1; padding: 0cm 5.4pt 0cm 5.4pt; width: 275.65pt;" width="368">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #365f91; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: accent1; mso-themeshade: 191;">-Invención de una leyenda que contenga las
características estudiadas: Estructura del texto (secuencia) y dibujo
representativo.</span></div>
</td>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">NOTA: Todos los trabajos
deberán ser publicados en el siguiente blog:</span></div>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-83647893236416027942013-01-20T18:44:00.003-08:002013-01-20T18:44:46.612-08:00Conclusión<!--[if gte mso 9]><xml>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Cabe señalar al<span style="mso-spacerun: yes;"> </span>proyecto colaborativo como una estrategia de
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habilidades y destrezas por parte de los participantes para aumentar sus
conocimientos en alguna temática de interés educacional.</span></div>
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diferentes asignaturas, se elige un tema que sea del interés de todo el grupo
enfocándolo a uno de los estándares que vienen propuestos en el programa de
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Basándose en lo anterior, se
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que promueve la transversalidad de las asignaturas en el nivel primario, en el
caso de éste proyecto se combinaron las materias de Español y las Tecnologías
de la Información y la comunicación (TICs).</span></div>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-86846535955550064652013-01-20T18:43:00.002-08:002013-01-20T18:43:49.077-08:00Glosario.<!--[if gte mso 9]><xml>
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<span style="color: red;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">GLOSARIO</span></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Estilísticos:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">
Relativo al estilo o a la estilística.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Metáfora:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Una
metáfora es una expresión relacionada a un objeto o idea particular pero que se
aplica a otra palabra o frase para dar a entender que hay una similitud entre
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refiriendo a que los ojos de una determinada persona tienen un brillo igual a
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aplica a la palabra que tiene más de un significado</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Connotativo:</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"> Se
aplica a la palabra que tiene un significado secundario y subjetivo por su
asociación con otras ideas: la palabra ''blanco´´ tiene un valor connotativo de
limpieza.</span></div>
Anonymoushttp://www.blogger.com/profile/05179321982367800253noreply@blogger.com0tag:blogger.com,1999:blog-3954925164000217142.post-21108867066035708452013-01-20T18:41:00.002-08:002013-01-20T18:41:39.860-08:00Bibliografía<!--[if gte mso 9]><xml>
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<span style="color: red;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">BIBLIOGRAFIA</span></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">es.wikipedia.org/wiki/Leyenda</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">www.bibliotecasvirtuales.com/biblioteca/.../leyendas</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">educar.sc.usp.br/cordoba/gob_bispo/leyendas.html</span></div>
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