tag:blogger.com,1999:blog-29403475833112069472024-03-19T12:45:45.051-07:00Metodología MADMetodología M@D: Prof. Rodolfo Mendozahttp://www.blogger.com/profile/15094875392861385342noreply@blogger.comBlogger6125tag:blogger.com,1999:blog-2940347583311206947.post-78751404820726513372020-08-21T12:18:00.009-07:002020-08-21T13:02:08.933-07:00Nuevo Programa Religión 2020 y Planificaciones 2021<p><span style="font-size: x-large;"><b>Nuevo Programa</b></span><b style="font-size: x-large;"> de Religión 2020</b><span style="font-size: x-large;"> </span></p><h2 style="text-align: left;"><span style="font-size: x-large;">Nuevas Planificaciones para Fichas M@D 2021</span></h2><div><span style="font-size: x-large;"><br /></span></div><div><span style="font-size: x-large;">Profesor: Rodolfo Mendoza</span></div><div><span style="font-size: x-large;">Email: metodologiamad@gmail.com</span></div><div><span style="font-size: x-large;">Celular: 975 12 89 45</span></div><div><span style="font-size: x-large;">WhatsApp: +569 75 12 89 45</span></div><div><span style="font-size: x-large;"><br /></span></div><p>Estamos trabajando en Nuevas Planificaciones para las Fichas M@D "AMOR DE DIOS" 2021 con el Nuevo Programa de Religión 2020.</p><p>Las Nuevas Planificaciones con las Nuevas Fichas M@D "AMOR DE DIOS" 2021 estarán listas a para su disposición a fin de año del 2020, para ponerlas en práctica con sus estudiantes en el año escolar 2021. </p><p>Usted me puede pedir gratuitamente que le mande el Programa Religión 2020 en formato digital para que vaya conociendo su estructura y contenido.</p><p><br /></p>Metodología M@D: Prof. Rodolfo Mendozahttp://www.blogger.com/profile/15094875392861385342noreply@blogger.com6tag:blogger.com,1999:blog-2940347583311206947.post-63510557973341360282020-06-30T09:49:00.005-07:002020-08-20T21:11:28.382-07:00Seminario 3 Gratis<div style="text-align: center;">
<span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" style="color: #4d469c; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="92" data-original-width="84" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" style="background: transparent; border-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" /></a></span><br style="text-align: left;" /><span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><i>Autor: Prof. Rodolfo Mendoza</i></span><br style="text-align: left;" /><span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">Email: metodologiamad@gmail.com </span><br style="text-align: left;" /><span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">Blog: metodosmad.blogspot.com </span><br style="text-align: left;" /><span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">Cel.: 975 12 89 45</span></div><div style="text-align: center;"><span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><br /></span></div>
<div style="text-align: center;">
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="color: #3d85c6;"> <span style="font-size: large;"> SEMINARIO ON LINE GRATIS </span></span></b></div>
<div style="text-align: center;">
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><span style="color: #3d85c6;">PROFESORES RELIGIÓN: </span></b></div>
<div style="text-align: center;">
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><span style="color: #3d85c6;">HABILIDADES, CAPACIDADES Y VALORES </span></b></div>
<div style="text-align: center;">
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><span style="color: #3d85c6;">EN EL DESARROLLO DEL PENSAMIENTO </span></b></div>
<div style="text-align: center;">
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><span style="color: #3d85c6;">NUEVA METODOLOGÍA M@D 2020</span></b></div>
<div style="text-align: center;">
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><span style="color: #3d85c6;"><br /></span></b></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><i>RECORDANDO: La Metodología M@D comprueba una vez más que</i></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><i>se adelanta a los tiempos educativos -utilizando terminología </i></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><i>bíblica- profetiza para la enseñanza:</i></span></span></div>
<div style="text-align: center;">
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><span style="color: #3d85c6;"><br /></span></b></div>
<div style="text-align: center;">
<a href="https://www.youtube.com/watch?v=IHhSCm-XMlY&t=682s"><b>https://www.youtube.com/watch?v=IHhSCm-XMlY&t=682s</b></a> </div>
<div style="text-align: center;">
<br /></div>
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;"><span style="color: #3d85c6;"> </span></b><a href="https://www.youtube.com/watch?v=IHhSCm-XMlY&t=682s"><img alt="Adelantados en el tiempo: HABIIDADES / COMPETENCIAS / VALORES /DESARROLLO DE PENSAMIENTO" height="154" src="data:image/png;base64,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" width="200" /></a><br />
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;"><span style="color: #3d85c6;"> </span></b><br />
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;"><span style="color: #3d85c6;"> Comentario del autor:</span></b><br />
<b style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;"><span style="color: #3d85c6;"><br /></span></b>
<br />
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>La Metodología M@D comprueba una vez más que</b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>se adelanta a los tiempos educativos -utilizando terminología </b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>bíblica- profetiza para la enseñanza: </b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b><br /></b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>En el año 2016 nos adelantamos e hicimos el</b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>"Seminario On Line Gratis: 14 Habilidades y 4 Capacidades" </b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>donde </b></span></span><b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">especificaba que era necesario el desarrollo del pensamiento en </b></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>nuestros estudiantes de básica y media, incorporando a nuestras</b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>planificaciones las habilidades, capacidades y evaluación.</b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>El 2021 será obligatorio </b></span></span><b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">en las planificaciones </b><b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">diarias.</b></div>
<div style="text-align: center;">
<b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><br /></b></div>
<div style="text-align: center;">
<b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">En nuestras planificaciones M@D de Religión, de las Fichas M@D Religión 1° a 8°</b></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>"Amor de Dios" ya habíamos incorporado las habilidades, competencias y evaluación.</b></span></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><i><br /></i></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><i>1Juan 5:9 "Ya que creemos el testimonio humano, sin duda alguna podemos </i></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><i>creer en el testimonio de más valor que proviene de Dios; </i></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><i>y Dios ha dado testimonio acerca de su Hijo" </i></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;"></span><span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" style="color: #4d469c; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="92" data-original-width="84" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" style="background: transparent; border-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" /></a></span><br />
<span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;"><i>Autor: Prof. Rodolfo Mendoza</i></span><br />
<span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;">Email: metodologiamad@gmail.com </span><br />
<span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;">Blog: metodosmad.blogspot.com </span><br />
<span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;">Cel.: 975 12 89 45</span><br />
<span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;"><br /></span>
<br />
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b>Ahora nos adelantamos otra vez, estoy trabajando:</b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b><br /></b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #b45f06; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b> EN LAS FICHAS M@D ON LINE</b></span></span></div>
<div style="text-align: center;">
<span face="" style="color: #b45f06; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"><b><br /></b></span></span></div>
<div style="text-align: center;">
<span face="" style="font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white;"><b><span style="color: #b45f06;">"RELIGIÓN CON VALORES CRISTIANOS" </span><span style="color: #073763;"> </span></b></span></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;">donde incorporo más habilidades, más competencias</span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;">de estudio para un mejor desarrollo de pensamiento,</span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;">haciendo una clase más dinámica y amplia en características.</span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;"> Además estoy colocando según el objetivo de clase </span></span><span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif;"><span style="background-color: white; font-size: 13px;">un valor cristiano universal </span></span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">específico a desarrollar por clase con una nueva ficha M@D de valores</span></div>
<div style="text-align: center;">
<span face="" style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">que desarrollarán los estudiantes. </span></div>
<div style="text-align: center;">
<b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><br /></b></div>
<div style="text-align: center;">
<b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">Calculo que estarán listas en </b></div>
<div style="text-align: center;">
<b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">septiembre del 2020, si Dios lo quiere según su voluntad.</b></div>
<div style="text-align: center;">
<b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><Si es de Dios se hará></b></div>
<div style="text-align: center;">
<b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><br /></b></div>
<div style="text-align: center;">
<b style="color: #073763; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><br /></b></div>
<span face="" style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: center;"><br /></span>Metodología M@D: Prof. Rodolfo Mendozahttp://www.blogger.com/profile/15094875392861385342noreply@blogger.com0tag:blogger.com,1999:blog-2940347583311206947.post-79147370434255427052020-06-24T09:13:00.002-07:002020-08-07T18:41:27.446-07:00Los Valores M@D<div style="text-align: center;">
<b><span style="color: #3d85c6;">LOS VALORES Fichas M@D</span></b><br />
<b><span style="color: #3d85c6;">NUEVA METODOLOGÍA M@D 2020</span></b><br />
<span style="color: #444444;"><i><br /></i></span>
<span style="color: #444444;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="92" data-original-width="84" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" /></a></span><br />
<span style="color: #444444;"><i>Autor: Prof. Rodolfo Mendoza</i></span><br />
<span style="color: #444444;">Email: metodologiamad@gmail.com </span><br />
<span style="color: #444444;">Blog: metodosmad.blogspot.com </span><br />
<span style="color: #444444;">Cel.: 975 12 89 45</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj94Y-Y5_cpA1xU1OCOVan-6KZbNW6U7o_b3SjoBioqJmUN9NwNmocECZxbZs73AtEYqh8yGzcx41to7ojya_METlnU-Yhw1ArY-r7ZWJbdgxImhZhJQpzuw4ywLQbJj0es5jYgQ0daYiVl/s1600/ValoresB%25C3%25A1sica.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="605" data-original-width="527" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj94Y-Y5_cpA1xU1OCOVan-6KZbNW6U7o_b3SjoBioqJmUN9NwNmocECZxbZs73AtEYqh8yGzcx41to7ojya_METlnU-Yhw1ArY-r7ZWJbdgxImhZhJQpzuw4ywLQbJj0es5jYgQ0daYiVl/s320/ValoresB%25C3%25A1sica.png" width="278" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
Ponemos en sus manos estimadas profesoras</div>
<div class="separator" style="clear: both; text-align: center;">
y profesores las Fichas M@D LOS VALORES:</div>
<div class="separator" style="clear: both; text-align: center;">
Son Fichas de desarrollo para los estudiantes</div>
<div class="separator" style="clear: both; text-align: center;">
con Metodología Activa Dirigida (M@D).</div>
<div class="separator" style="clear: both; text-align: center;">
Por ahora tienen 12 fichas por curso.</div>
<div class="separator" style="clear: both; text-align: center;">
Se desarrollan 50 valores humanísticos en el </div>
<div class="separator" style="clear: both; text-align: center;">
proceso de enseñanza desde 1ro. a 8vo, Básico.</div>
<div style="margin-bottom: 0px; margin-top: 0px; text-align: center;">
Incluye planificación simple.</div>
<div style="margin-bottom: 0px; margin-top: 0px; text-align: center;">
Para profesores de Religión, Orientación, </div>
<div style="margin-bottom: 0px; margin-top: 0px; text-align: center;">
Filosofía, Ética y Formación Cristiana.</div>
<div style="margin-bottom: 0px; margin-top: 0px;">
</div>
<div align="left" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px;">
<span face="" style="color: #dd5800; font-family: arial, sans-serif; font-size: 12pt; font-weight: 700;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: left;">
<div style="text-align: center;">
<span face="" style="color: #dd5800; font-family: arial, sans-serif; font-size: 12pt; font-weight: 700;">CADA CURSO: $4.000</span></div>
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: left;">
<div style="text-align: center;">
<span face="" style="color: #dd5800; font-family: arial, sans-serif; font-size: 12pt; font-weight: 700;">OFERTA LIMITADA: Fichas M@D </span></div>
<div style="text-align: center;">
<span face="" style="color: #dd5800; font-family: arial, sans-serif; font-size: 12pt; font-weight: 700;">SET LOS VALORES 1° a 8° $36.000</span></div>
<div style="text-align: center;">
<span face="" style="color: #dd5800; font-family: arial, sans-serif; font-size: 12pt; font-weight: 700;">DESCUENTO $7.000</span></div>
<div style="text-align: center;">
<span face="" style="color: #dd5800; font-family: arial, sans-serif; font-size: 12pt; font-weight: 700;">TOTAL: $29.000</span></div></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; margin-top: 0px; text-align: left;">
<div style="text-align: center;">
<i><span face="" style="color: #1f497d; font-family: arial, sans-serif; font-size: 11pt;"> </span></i></div><div style="text-align: center;"><div class="separator" style="clear: both;">Contacto:</div><span style="color: #444444;"><i>Autor: Prof. Rodolfo Mendoza</i></span><br /><span style="color: #444444;">Email: metodologiamad@gmail.com </span><br /><span style="color: #444444;">Blog: metodosmad.blogspot.com </span><br /><span style="color: #444444;">Cel.: 975 12 89 45</span></div><div style="text-align: center;"><span style="color: #444444;"><br /></span></div><div style="text-align: center;"><span style="color: #444444;">Escrībanos o llamenos para dar </span></div><div style="text-align: center;"><span style="color: #444444;">la cuenta donde depositar</span></div>
</div>
<span style="color: #444444;"><span face="" lang="es" style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"></span><span face="" style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"></span><span face="" lang="es" style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"></span></span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; margin-top: 0px; text-align: left;">
<div style="text-align: center;">
<i><span face="" style="color: #1f497d; font-family: "times new roman", serif; font-size: 11pt;">Una vez hecho el depósito Informar su depósito </span></i><br />
<i><span face="" style="color: #1f497d; font-family: "times new roman", serif; font-size: 11pt;">al email: metodologiamad@gmail.com para enviar los archivos de </span></i><br />
<i><span face="" style="color: #1f497d; font-family: "times new roman", serif; font-size: 11pt;">LOS VALORES a su email personal.</span></i><br />
<i><span face="" style="color: #1f497d; font-family: "times new roman", serif; font-size: 11pt;">Celular: 975 12 89 45 </span></i></div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
</div>
Metodología M@D: Prof. Rodolfo Mendozahttp://www.blogger.com/profile/15094875392861385342noreply@blogger.com0tag:blogger.com,1999:blog-2940347583311206947.post-69649453237598233522020-05-13T10:56:00.002-07:002020-08-07T18:50:12.412-07:00PPRTAFOLIO 2021<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span face="" style="color: red; font-family: helvetica, arial, sans-serif; font-size: large;"><span style="background-color: white;"><b>PORTAFOLIO DOCENTE</b></span></span><br />
<span face="" style="color: red; font-family: helvetica, arial, sans-serif; font-size: large;"><span style="background-color: white;"><b>On Line ASESORÍA 2021</b></span></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="92" data-original-width="84" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" /></a></div>
<div style="text-align: center;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px;">
<div style="text-align: center;">
<span lang="es"><span style="color: #666666;">Prof. Rodolfo Mendoza</span></span></div>
</div>
<div style="text-align: start;">
<span lang="es"><span style="color: #666666;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px;">
<div style="text-align: center;">
<span lang="es"><span style="color: #666666;"><a href="mailto:metodologiamad@gmail.com">Email: metodologiamad@gmail.com</a></span></span></div></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px;">
<div style="text-align: center;">
<span lang="es"><span style="color: #009933;">Web: <a href="http://metodosmad.blogspot.cl/">metodosmad.blogspot.cl</a></span><span style="color: #666666;"> </span></span><br />
<span lang="es">Cel: 96 311 9 373 </span></div>
</div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrXDbGre88bNQc7kCyW6RC0m5Fy3qlZQeEyGgciph8S3yAGRSlWx63ZWyOUKbytyNZMHsaLFASzvAQ2r6vf6R1b5fofh-lCaeVG_NLulg9czg47E4yuDcSeNRXrstp7B_IRpW8WJjnZiix/s1600/portafolio2020.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="463" data-original-width="438" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrXDbGre88bNQc7kCyW6RC0m5Fy3qlZQeEyGgciph8S3yAGRSlWx63ZWyOUKbytyNZMHsaLFASzvAQ2r6vf6R1b5fofh-lCaeVG_NLulg9czg47E4yuDcSeNRXrstp7B_IRpW8WJjnZiix/s320/portafolio2020.png" width="302" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
Matrícula Abierta Cuando se reinicie las clases normales. SE AVISARÁ.</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;">PROGRAMA</span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;">Se envía ppt, doc. y vídeos</span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;">Asesoría On Line vía email y web site</span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><br /></span></div>
<span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;">Marzo $30.000: Inscripción e introducción. Secuencia Portafolio 2021</span></span><br />
<br /><span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;">Abril $30.000: Cómo hacer Inicio, desarrollo y cierre. Análisis de alumnos para la Planificación y actividades pedagógicas.</span></span><br />
<br /><span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;"><span style="font-family: inherit;">Mayo $30.000: Planificación y Modificaciones</span></span></span><br />
<br /><span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;"><span style="font-family: inherit;">Junio $30.000: Evaluación: Rúbrica y Correcciones</span></span></span><div><span style="color: #1c1e21; font-family: helvetica, arial, sans-serif;"><span style="font-size: 13px;"><br /></span></span><span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;"><span style="font-family: inherit;">Julio $30.000: Análisis del portafolio y sugerencias. Debe hacer su depósito a Cuenta Rut del Secretario</span></span></span></div><div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;"><span style="font-family: inherit;"><b><br /></b></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;"><span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;"><span style="font-family: inherit;"><b>Mas información email: </b></span></span></span></div><div class="separator" style="clear: both; text-align: center;"><span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;"><span style="font-family: inherit;"><b>Prof. Rodolfo Mendoza</b></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span face="" style="background-color: #f2f3f5; color: #1c1e21; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: left;"><span style="font-family: inherit;"><span style="font-family: inherit;"><b> metodologiamad@gmail.com </b></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
Celular: 975128945</div>
<span face="" style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif;"><br /></span>
<br />
<div style="text-align: center;">
<span face="" style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif;">CONTACTO: </span></div>
<br />
<div style="text-align: center;">
<span face="" style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif;">Prof. Rodolfo Mendoza <metodologiamad@gmail.com> </span><br />
<span face="" style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif;">Celular 975 12 89 45 </span></div>
<span face="" style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif;"><br /></span>
<span face="" style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif;"><br /></span></div>Metodología M@D: Prof. Rodolfo Mendozahttp://www.blogger.com/profile/15094875392861385342noreply@blogger.com0tag:blogger.com,1999:blog-2940347583311206947.post-79547283480290710292020-05-12T15:10:00.001-07:002020-08-07T18:55:43.537-07:00PRUEBA DOCENTE 2021<span lang="es">
</span><br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px;">
</div>
<h1 align="center" style="margin-bottom: 0px; margin-top: 0px;">
<b style="color: #3d85c6; font-size: x-large;"><div style="color: black; font-size: medium; font-weight: 400;">
<b style="color: #3d85c6; font-size: x-large;">PRUEBA DOCENTE</b></div>
<div style="color: black; font-size: medium; font-weight: 400;">
<b style="color: #3d85c6; font-size: x-large;"> EVALUACIÓN PORTAFOLIO</b></div>
</b></h1>
<h1 align="center" style="margin-bottom: 0px; margin-top: 0px;">
<b style="color: #3d85c6; font-size: x-large;">TEMARIO DESARROLLADO 2021</b></h1>
<div style="text-align: center;">
<b style="color: #3d85c6; font-size: x-large;"> SECTOR RELIGIÓN</b><br />
<b style="color: #3d85c6; font-size: x-large;">ESTUDIAR</b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: center;">
<span style="color: #9fc5e8; font-size: large;"><span lang="es"><span style="color: #666666;"><b> </b></span></span>se envía a su email personal.</span></div>
<span lang="es">
</span>
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: center;">
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="92" data-original-width="84" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvz0K0go090cDdXURgvmwSFY-3-L272PUb_v79LYQ7PplEFYf-V1c7QsHs_woszjDEojRg0lMQyNhou_ZSyea1D25Tx22j8R3NlEosg2pQVtJRtEjF3izSSywOl4bFRUHa2Cz5dyvbZtFn/s1600/CARA1CENTIMETRO.png" /></a></div>
<span lang="es"><span style="color: #666666;"><b>
CONTACTO</b>: </span></span></div>
</div>
<span lang="es">
<span style="color: #666666;">
</span></span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: center;">
<div style="text-align: center;">
<span lang="es"><span style="color: #666666;">
Prof. Rodolfo Mendoza</span></span></div></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: center;">
<div style="text-align: center;">
<span lang="es"><span style="color: #666666;"><a href="mailto:metodologiamad@gmail.com">Email: metodologiamad@gmail.com</a></span></span></div></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: center;">
<div style="text-align: center;">
<span lang="es"><span style="color: #009933;">Web: <a href="http://metodosmad.blogspot.cl/">metodosmad.blogspot.cl</a></span><span style="color: #666666;"> </span></span><br />
<span lang="es"><span style="color: #666666;"><span style="color: black; text-align: start;">Cel: 975 12 89 45</span></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: center;">
<div style="margin: 0px; text-align: center;">
<span lang="es"><span style="color: #666666;"><br /></span></span></div>
</div>
<div style="text-align: center;">
<b><span style="color: #ffd966; font-size: large;">OFERTA DESCUENTO</span></b><br />
<span lang="es"><span data-ft="{"tn":"K"}"><b>TEMARIO DESARROLLADO 2020 = $29.000</b></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px;">
<span lang="es"><span lang="es"><span style="color: #666666;">Primera parte (120 pág.) y</span></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px;">
<span lang="es"><span lang="es"><span style="color: #666666;">Segunda. parte (130 pág.).</span></span></span></div>
<div style="text-align: center;">
<span lang="es"><b>OFERTA DESCUENTO ESPECIAL= $10.000</b></span></div>
<div style="text-align: center;">
<span lang="es"><b>OFERTA DEPOSITAR= $19.000 </b></span><i><span face="" style="color: #1f497d; font-family: arial, sans-serif; font-size: 11pt;"> </span></i></div>
<div style="text-align: center;">
<span lang="es"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"></span></span><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; margin-top: 0px; text-align: left;">
<div style="text-align: center;">
<span lang="es"><i><span face="" style="color: #1f497d; font-family: "times new roman", serif; font-size: 11pt;">Una vez hecho el depósito Informar su depósito </span></i></span><br />
<span lang="es"><i><span face="" style="color: #1f497d; font-family: "times new roman", serif; font-size: 11pt;">al email metodologiamad@gmail.com </span></i></span><br />
<span lang="es"><i><span face="" style="color: #1f497d; font-family: "times new roman", serif; font-size: 11pt;"> para enviar los archivos de TEMARIO DESARROLLADO a su email personal.</span></i></span><br />
<span lang="es"><i><span face="" style="color: #1f497d; font-family: "times new roman", serif; font-size: 11pt;"><br /></span></i></span>
<span lang="es"><span style="color: #9fc5e8; font-size: large;">Profesora / Profesor se envía a su email personal</span></span><br />
<span style="color: #9fc5e8; font-size: large;">Temario Desarrollado para Estudiar </span></div>
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px;">
<span lang="es"><span lang="es"><span style="color: #666666;">Primera parte (120 pág.) y</span></span></span></div>
<span lang="es"></span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px;">
<span lang="es"><span lang="es"><span style="color: #666666;">Segunda. parte (130 pág.).</span></span></span></div>
</div>
<span lang="es">
</span>
<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: left;">
<span lang="es"><br /></span>
<span lang="es"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><b>ITEMS DEL TEMARIO PARA LA PRUEBA DOCENTE SECTOR RELIGIÓN:</b></span></span></span><br />
<span lang="es"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><b><br />I. La Biblia</b><br /><br />• Aspectos centrales de la Biblia como texto literario religioso.<br />• Sentido y finalidad de la Sagrada Escritura.<br />• Proceso de redacción y conformación final: canon, inspiración, verdad, inerrancia, autoría divina, hagiógrafo.<br />• La Sagrada Escritura como fuente de revelación de Dios.<br />• Conocimiento de la Biblia y su estructura.<br />• Criterios que justifican la agrupación de los distintos tipos de libros de la Biblia.<br />• Temas centrales de los libros que componen la Biblia.<br />• Análisis de textos bíblicos de acuerdo a su sentido simbólico.<br />• Principales acontecimientos en la historia de la salvación presentes en la Biblia.<br />• Principales personajes bíblicos.</span></span></span><br />
<span lang="es"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">• Validez profética de la Biblia.<br />• Análisis de procesos histórico-sociales y hechos actuales a la luz de la validez profética de la Biblia.<br />• Relación entre Biblia y vida cotidiana: aportes a la vida personal y comunitaria.</span></span></span><br />
<span lang="es"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><span style="color: #009933; text-align: center;">Web: <a href="http://metodosmad.blogspot.cl/">metodosmad.blogspot.cl</a></span><span style="color: #666666; text-align: center;"> </span><br /><br /><b>II. Ética y moral Dimensión Personal</b></span></span></span><br />
<span lang="es"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><b><br /></b>• El valor y la dignidad de la persona humana.<br />• Fundamentos de la dignidad humana desde la perspectiva cristiana.<br />•
El ser humano, un ser dotado de capacidades y talentos para servir al
prójimo: la vocación del creyente y su relación con el Reino de Dios.<br />• Fundamentos éticos del cristianismo.<br />• El mandamiento del amor, fundamento ético moral del cristiano.<br />• Fundamentos ético morales presentes en la Biblia.<br />•
Conceptos éticos básicos: norma, conciencia, libertad, discernimiento,
gratuidad, solidaridad y su relación con la moral cristiana.<br />• Análisis de situaciones contemporáneas a la luz de fundamentos ético morales cristianos.<br />• Jesucristo como paradigma de la moral cristiana.<br />• El llamado del creyente a identificarse con el ejemplo de Jesús, especialmente en su relación con el prójimo.<br />• Lineamientos ético morales de las enseñanzas de Jesús y sus apóstoles.</span></span></span><br />
<span lang="es"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><span style="color: #009933; text-align: center;">Web: <a href="http://metodosmad.blogspot.cl/">metodosmad.blogspot.cl</a></span><span style="color: #666666; text-align: center;"> </span><br /><br /><b>• Dimensión Social</b></span></span></span><br />
<span lang="es"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><br />•
Valores cristianos esenciales, tales como: Amistad, Humildad,
Solidaridad, Lealtad, Fidelidad, Honestidad, Sinceridad, Generosidad,
entre otros, que contribuyen al mandamiento del amor.<br />• El sentido de la pobreza y la justicia como lugares de encuentro con Dios.<br />• La misericordia y la justicia en el contexto de las relaciones humanas.<br />• Las virtudes teologales (fe, esperanza y caridad) como fuente inspiradora para el obrar moral del cristiano.<br />• Dimensión social del pecado y sus consecuencias.<br />• Valor y misión de la familia cristiana, su vocación a testimoniar los valores que constituyen el Reino de Dios.<br />•
Dilemas éticos actuales y respuesta cristiana: manipulación genética,
aborto, eutanasia, legítima defensa, pena de muerte, drogas y
alcoholismo.<br />• Tendencias e ideologías modernas que se
contraponen con el proyecto evangélico de convivencia: individualismo,
economía capitalista de libre mercado, relativismo, entre otros.</span></span></span><br />
<span lang="es"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><span style="color: #009933; text-align: center;">Web: <a href="http://metodosmad.blogspot.cl/">metodosmad.blogspot.cl</a></span><span style="color: #666666; text-align: center;"> </span><br /><br /><b>III. Teología fundamental</b><br /><br />• La manifestación de Dios en la Historia Humana.<br />•
Doctrina de la creación, fundamentos teológicos y su
relación con explicaciones científicas sobre el origen del universo.<br />• Ideas fundamentales de la visión antropológica cristiana. Referencias magisteriales.<br />• Sentido teológico y antropológico presente en los relatos del Génesis.<br />• Cualidades del hombre nuevo, que nace del amor de Dios.<br />• Relación entre pecado personal y gracia divina.<br />• La sexualidad como dimensión ontológica humana.<br />• Atributos divinos básicos: Creador, Misericordioso y Providente, presentes en la Biblia.<br />• Manifestaciones de la presencia de Dios en la cultura humana y cristiana.<br />• Verdades de fe contenidas en el credo apostólico y su relación con textos bíblicos.<br />•
Conceptos fundamentales de la esperanza escatológica cristiana: sentido
de trascendencia, el envío del Mesías, creación a imagen y semejanza de
Dios, entre otros.<br />• Relación entre creación y escatología en el contexto de la historia de la salvación.<br />• Fuentes de la revelación de Dios.<br /><span style="color: #009933; text-align: center;">Web: <a href="http://metodosmad.blogspot.cl/">metodosmad.blogspot.cl</a></span><span style="color: #666666; text-align: center;"> </span><br /><b><br />IV. Cristología</b><br /><br />• La persona de Jesús<br />• El misterio de la encarnación. “Jesús, verdadero Dios y verdadero hombre”.<br />• Manifestaciones de la naturaleza humana y divina de Jesús presente en los evangelios.<br />• Historicidad de los evangelios.<br />• Visiones particulares de Jesucristo en cada evangelio.<br />• El misterio pascual de Jesucristo y su relación con la salvación regalada por Dios.<br />• Relación de la Pascua de Jesús con: la Pascua Judía, la Eucaristía y la liturgia.<br />• El anuncio del Reino.<br />• Valores del Reino presentes en el evangelio, especialmente en las bienaventuranzas.<br />• Procesos de conversión de algunos personajes presentes en el Nuevo Testamento.<br />• Las Parábolas y los milagros como anuncio y signos del Reino.<br />• Las manifestaciones del amor cristiano.<br /><span style="color: #009933; text-align: center;">Web: <a href="http://metodosmad.blogspot.cl/">metodosmad.blogspot.cl</a></span><span style="color: #666666; text-align: center;"> </span><br /><br />V. Eclesiología<br /><br />• La Iglesia fundada por Jesucristo y animada por el Espíritu Santo.<br />• Relación lógica de la misión de la Iglesia con la misión de Jesús.<br />• Características de unidad, apostolicidad y santidad de la Iglesia<br />• Los dones del Espíritu Santo y su alcance en la vida del cristiano.<br />• La diversidad de carismas y espiritualidades como riqueza para el pueblo de Dios.<br />• Iglesia comunidad, en misión evangelizadora.<br />• Sacerdocio bautismal laical y sacerdocio ministerial.<br />• La pobreza como categoría teológica con fundamentos en la Sagrada Escritura y en el magisterio de la Iglesia.<br />• Características similares entre primeras comunidades y comunidades cristianas actuales.<br />• Diversas instancias de organización en la Iglesia.<br />• Organización pastoral, carismas y ministerios al servicio de la misión.<br /><span style="color: #009933; text-align: center;">Web: <a href="http://metodosmad.blogspot.cl/">metodosmad.blogspot.cl</a></span><span style="color: #666666; text-align: center;"> </span><br /><br />VI. Enseñanza de la religión escolarizada<br /><br />• Conocimiento del currículo, programa educacional y estrategias de enseñanza de la Religión<br />• Estrategias para la enseñanza conforme al Programa de Religión.<br />• Métodos de análisis de las Sagradas Escrituras para la educación religiosa.<br />• Evaluación de aprendizajes<br />• Diseño de actividades<br />• Instrumentos de evaluación para la verificación de logros de los aprendizajes</span></span></span></div>
<span lang="es">
</span>
<br />
<h2>
<span style="color: #38761d;"><span lang="es"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: left;">
<br /></div>
</span></span></h2>
<div align="left" style="-webkit-text-stroke-width: 0px; background-color: white; color: #009933; font-family: "times new roman"; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0pt; orphans: auto; padding: 0pt; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
Profesor: Rodolfo Mendoza<br />
Metodología MAD<br />
metodologiamad@gmail.com </div>
<div align="left" style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: "times new roman"; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0pt; orphans: auto; padding: 0pt; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
</div>
<span style="color: #009933;"><a href="http://metodosmad.blogspot.cl/">
http://metodosmad.blogspot.cl</a></span><br />
Cel: 96 311 9 373<br />
<br />
<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; margin-top: 0px; text-align: left;">
<br /></div>
<br />
<div align="left" style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: "times new roman"; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0pt; orphans: auto; padding: 0pt; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
</div>
<div align="left" style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: "times new roman"; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0pt; orphans: auto; padding: 0pt; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--></div>
<div align="left" style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: "times new roman"; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0pt; orphans: auto; padding: 0pt; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>ES-TRAD</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
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-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
</div>
<div align="center" style="margin: 0cm 0cm 0.0001pt; text-align: center;">
<span style="font-size: xx-small;"><i><span lang="ES" style="color: #4d4d4d;">© Copyright</span></i></span><br />
<span style="font-size: xx-small;"><i><span lang="ES" style="color: #4d4d4d;"><span class="apple-converted-space"> Profesor: </span>Rodolfo Mendoza </span></i><span style="color: #4d4d4d;"></span></span><br />
<span style="font-size: xx-small;"><i><span lang="ES" style="color: #4d4d4d;">Autor Metodología Modular Activa Dirigida (M@D 2020)</span></i></span></div>
<span style="font-size: xx-small;">
</span><br />
<div align="center" style="margin: 0cm 0cm 0.0001pt; text-align: center;">
<span style="font-size: xx-small;"><i><span lang="ES" style="color: #4d4d4d;">©Inscripción
Propiedad Intelectual Nº 168147 Santiago - Chile <span class="apple-converted-space"> </span></span></i></span></div>
<span style="font-size: xx-small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
Metodología M@D: Prof. Rodolfo Mendozahttp://www.blogger.com/profile/15094875392861385342noreply@blogger.com0tag:blogger.com,1999:blog-2940347583311206947.post-87140132996768229742017-02-23T13:02:00.001-08:002017-02-23T13:02:27.662-08:00<div style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px;">
<a href="http://www.metodologiamad.cl/PruebasMAD.htm" rel="nofollow" style="color: #365899; cursor: pointer;" target="_blank">http://www.metodologiamad.cl/PruebasMAD.htm</a> </div>
<div style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px;">
<br /></div>
<div style="background-color: white; font-family: Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px;">
<span style="color: purple;"><b>LA IMPORTANCIA DE LA EVALUACIÓN DIAGNÓSTICA</b></span></div>
<div style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px;">
<br /></div>
<div style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px; margin-top: 6px;">
La evaluación diagnóstica tiene como función ORIENTARTE para adecuar tus clases a cada curso.</div>
<div style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px; margin-top: 6px;">
Está focalizada en el alumno o la alumna, es decir, al realizar una prueba, un test o actividad de diagnóstico, lo que debe <span class="text_exposed_show" style="display: inline;">interesarte es la INFORMACIÓN QUE PUEDAS OBTENER DE ÉL O DE ELLA para descubrir los conocimientos previos que tienen de los contenidos, la actitud frente a la asignatura de Religión y a los valores éticos morales.</span></div>
<div style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px; margin-top: 6px;">
<span class="text_exposed_show" style="display: inline;"><b><br /></b></span></div>
<div class="text_exposed_show" style="background-color: white; display: inline; font-family: Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19.32px;">
<div style="margin-bottom: 6px;">
<span style="color: orange;"><b>PROFESOR O PROFESORA QUE NO HACE EVALUACIÓN DIAGNÓSTICA:</b></span></div>
<div style="color: #1d2129; margin-bottom: 6px;">
<br /></div>
<div style="color: #1d2129; margin-bottom: 6px; margin-top: 6px;">
1.- NO TENDRÁ IDEA DE LOS CONOCIMIENTOS PREVIOS DE SUS ALUMNOS Y ALUMNAS.</div>
<div style="color: #1d2129; margin-bottom: 6px; margin-top: 6px;">
2.- SERÁ MUY DIFÍCIL QUE CONSTRUYA APRENDIZAJES SIGNIFICATIVOS.</div>
<div style="color: #1d2129; margin-bottom: 6px; margin-top: 6px;">
3.- TENDRÁ UNA SALA SIN DISCIPLINA DE ESTUDIO. </div>
<div style="color: #1d2129; margin-bottom: 6px; margin-top: 6px;">
4.- NO SABRÁ LO LOGRADO Y NO LOGRADO PARA RETROALIMENTAR</div>
<div style="color: #1d2129; margin-bottom: 6px; margin-top: 6px;">
<br /></div>
<div style="color: #1d2129; margin-bottom: 6px; margin-top: 6px;">
Prof. Rodolfo Mendoza</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuFx8LPIZ_BtbO5y0Jk08dYZDZp31OcKfhm0cUONZ71Qhwa2lbZ5Wh7JGpNa6rPwfbX3HfZnNdVQUlticZsCWAksEM36Ul6IidfQuv43syccylkwa1-yYSst5SjhyphenhyphenMUZI9Z_p5kuWPMFa-/s1600/nuevasdiagnostico.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuFx8LPIZ_BtbO5y0Jk08dYZDZp31OcKfhm0cUONZ71Qhwa2lbZ5Wh7JGpNa6rPwfbX3HfZnNdVQUlticZsCWAksEM36Ul6IidfQuv43syccylkwa1-yYSst5SjhyphenhyphenMUZI9Z_p5kuWPMFa-/s320/nuevasdiagnostico.PNG" width="320" /></a></div>
<div style="color: #1d2129; margin-bottom: 6px; margin-top: 6px;">
<a href="http://www.metodologiamad.cl/PruebasMAD.htm" rel="nofollow" style="color: #365899; cursor: pointer; line-height: 19.32px;" target="_blank">http://www.metodologiamad.cl/PruebasMAD.htm</a><span style="line-height: 19.32px;"> </span></div>
</div>
Metodología M@D: Prof. Rodolfo Mendozahttp://www.blogger.com/profile/15094875392861385342noreply@blogger.com0